2015年ACCA考试《F9财务管理》辅导资料(2)

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2015年ACCA考试《F9财务管理》辅导资料(11)

2015年ACCA考试《F9财务管理》辅导资料(11)

2015年ACCA考试《F9财务管理》辅导资料(11)本文由高顿ACCA整理发布,转载请注明出处The equivalent annual cost (EAC) approachThis approach computes the present value of costs for each project over a cycle and then expresses the present value in an annual equivalent cost using the appropriate annuity factors for each cycle. The annual equivalent of NPVs of the two or more projects can then be compared. Having calculated the EAC for each cycle and each project,then compare the EACs. The project that has the lowest EAC over the cycles is the better one if lowest outlay is the objective or the higher EAC would be preferred if the highest revenue were the objective.Infinite re-investment approachThis approach is appropriate when projects of unequal lives and unequal risks are being considered. The first step to take will be to establish the net present value of the projects in the normal way and then calculate the net present value of projects to infinity using the formula:NPV ? = NPV of project/PV of annuity for the life of project at discount rateDiscount rate for the projectThe project,which has the highest NPV to infinity,is the one to recommendProject appraisal under inflationInflation is a state of affairs under which prices are constantly rising. When this happens the purchasing power of money depreciates. The currency will buy fewer goods and services than previously and consequently the real returns on investments will fall. Investors understandably,will expect to be compensated for the fall in the value of money during inflation. When appraising investment opportunities the appraiser requires an understanding of three discount rates. These are Money Rates,Real Rates and Inflation Rates. Money rate (also known as Nominal rate) is a combination of the real rate and inflation rate and should be used to discount money cash flows. If on the other hand youwere given real cash flows these must be discounted using the real discount rates. In order to be able to use either of these two rates,you need to know how to calculate both of them. They can be calculated from the following formula,devised by Fisher1 + m =(1 + r) x (1 + i)Where:m = money rater = real ratei = inflation rateFrom the above formula it is possible to calculate m,r and i if you were given information about two of the three variables. For example if you were told that the money rate was 20% and real rate was 12% the inflation rate will be calculated as follows:i =1 + m ? 11 + ri =1 + 0.20? 11 + 0.12i =1.0714?= 7.14%Equally m and r could be calculated as follows.m =(1.12 x 1.0714) ? 1(1.19999) ? 120%r =1.20? 11.07142015年ACCA考试《F9财务管理》辅导资料(11) ACCA考试,ACCA题库,ACCA辅导资料The equivalent annual cost (EAC) approachThis approach computes the present value of costs for each project over a cycle and then expresses the present value in an annual equivalent cost using the appropriate annuity factors for each cycle. The annual equivalent of NPVs of the two or more projects can then be compared. Having calculated the EAC for each cycle and each project,then compare the EACs. The project that has the lowest EAC over the cycles is the better one if lowest outlay is the objective or the higher EAC would be preferred if the highest revenue were the objective.Infinite re-investment approachThis approach is appropriate when projects of unequal lives and unequal risks are being considered. The first step to take will be to establish the net present value of the projects in the normal way and then calculate the net present value of projects to infinity using the formula:NPV ? = NPV of project/PV of annuity for the life of project at discount rateDiscount rate for the projectThe project,which has the highest NPV to infinity,is the one to recommendProject appraisal under inflationInflation is a state of affairs under which prices are constantly rising. When this happens the purchasing power of money depreciates. The currency will buy fewer goods and services than previously and consequently the real returns on investments will fall. Investors understandably,will expect to be compensated for the fall in the value of money during inflation. When appraising investment opportunities the appraiser requires an understanding of three discount rates. These are Money Rates,Real Rates and Inflation Rates. Money rate (also known as Nominal rate) is a combination of the real rate andinflation rate and should be used to discount money cash flows. If on the other hand you were given real cash flows these must be discounted using the real discount rates. In order to be able to use either of these two rates,you need to know how to calculate both of them. They can be calculated from the following formula,devised by Fisher1 + m =(1 + r) x (1 + i)Where:m = money rater = real ratei = inflation rateFrom the above formula it is possible to calculate m,r and i if you were given information about two of the three variables. For example if you were told that the money rate was 20% and real rate was 12% the inflation rate will be calculated as follows:i =1 + m ? 11 + ri =1 + 0.20? 11 + 0.12i =1.0714?= 7.14%Equally m and r could be calculated as follows.m =(1.12 x 1.0714) ? 1(1.19999) ? 120%r =1.20? 11.071412%When the appropriate discount rate has been established the present value factors of this rate at different time periods can be obtained from the present value table or the present value factors calculated using the following formula:11111(1+r)(1+r)2(1+r)3(1+r)4(1+r)5?etcWhere r = discount rate.Present value tables are only available for whole numbers,so if your r is not a whole number you will have to use the formula to calculate the required present value factors. Let us calculate for example the present value factors of 7.14% for years 1 to 5.11111(1.0714)(1.0714) 2(1.0714) 3(1.0714) 4(1.0714)5?etc0.9330.8710.8130.7590.708Having either obtained or calculated the present value factors for the relevant discount rates,these are then used to discount the future cash flows to give the net present values of the projects. It is important to understand when to use which rate. If the question gives you money cash flows,then use the money rate; if the question gives real cash flow it follows then that the real rate must be used. To confuse one with the other would give the wrong answer.12%When the appropriate discount rate has been established the present value factors of this rate at different time periods can be obtained from the present value table or the present value factors calculated using the following formula:11111(1+r)(1+r)2(1+r)3(1+r)4(1+r)5?etcWhere r = discount rate.Present value tables are only available for whole numbers,so if your r is not a whole number you will have to use the formula to calculate the required present value factors. Let us calculate for example the present value factors of 7.14% for years 1 to 5.11111(1.0714)(1.0714) 2(1.0714) 3(1.0714) 4(1.0714)5?etc0.9330.8710.8130.7590.708Having either obtained or calculated the present value factors for the relevant discount rates,these are then used to discount the future cash flows to give the net present values of the projects. It is important to understand when to use which rate. If the question gives you money cash flows,then use the money rate; if the question gives real cash flow it follows then that the real rate must be used. To confuse one with the other would give the wrong answer.更多ACCA资讯请关注高顿ACCA官网:。

2015年ACCA考试《F9财务管理》辅导资料(13)

2015年ACCA考试《F9财务管理》辅导资料(13)

2015年ACCA考试《F9财务管理》辅导资料(13)本文由高顿ACCA整理发布,转载请注明出处by John Richard Edwards01 Oct 2000The merits of cash based financial reporting ? for example,it is based principally on facts rather than problematic accounting measurements ? have been known for many years. However,it was not until 1990 (revised 1996) that the Accounting Standards Board made the publication of Cash Flow Statements (FRS 1) a standard requirement for UK companies. FRS 1 tells us that the ?cash flow statement in conjunction with a profit and loss account and balance sheet provides information on financial position and performance as well as liquidity,solvency and financial adaptability?. Wise words,but what do they mean?The usefulness of financial statements is enhanced by an examination of the relationship between them; also by comparisons with previous time periods,other entities and expected performance. Value can be further added through the calculation and interpretation of accounting ratios. An examination of accounting textbooks and the pages of accounting periodicals reveals an enthusiasm for rehearsing the potential of ?accounting ratios? demonstrated through calculations of the net profit margin,return on capital employed,current ratio and a host of other ?traditional? measures based on the contents of the profit and loss and balance sheet. But what about the cash flow statement? We have seen that its publication was required by the ASB in order to improve the informative value of published financial information. Indeed,some say it is the most important financial statement. One based on ?hard facts? which has helped prevent financial machinations such as those that are believed to have occurred at companies such as Polly Peck in the 1980s.The lack of attention to cash flow-based ratios in accounting textbooks is particularly surprising given their acknowledged role in credit rating assessments and in the prediction of corporate failure.In these and other contexts,the traditional ratios suffer from the same defect as the financial statements (the profit and loss account and balance sheet) on which they are based. Such ratios are the result of comparing figures which have been computed using accounting conventions and ?guestimations?. Given the difficulty of deciding the length of the period over which a fixed asset should be written off,whether the tests whichjustify the capitalisation of development expenditure have been satisfied,the amount of the provision to be made for claims under a manufacturer?s twelve month guarantee (to give just a few examples),ratios based on such figures are also bound to have limited economic significance. This is not to suggest that the traditional ratios are irrelevant. Clearly this is not so,as they reveal important relationships and trends that are not apparent from the examination of individual figures appearing in the accounts. However,given the fact that cash flow ratios contain at least one element that is factual (the numerator,the denominator or both),their lack of prominence in the existing literature is puzzling.Some recognition of cash flow ratiosThe importance of cash flow ratios was dramatically demonstrated,early on,by W.H. Beaver whose 1966 study showed that the most effective predictor of corporate failure was the ratio of cash flow to total debt. Indeed,one of his most surprising findings was that the current ratio proved to be one of the least useful ratios in predicting impending collapse. The importance of cash as an indicator of continuing financial health should not be surprising in view of its crucial role within the business. Colourfully described as a company?s ?life-blood?,a strong cash flow will enable a business to recover from temporary financial problems whereas future negative cash flow will cause even an apparently sound enterprise to move towards liquidation. Expressing the importance of cash differently:a company which descends into a loss-making position often succeeds in making a comeback; one which runs out of cash is unlikely to have a second chance.Another US-based writer,Yuji Ijiri,has noted the paradox between the way in which investment decisions are made by business and other entities and the way in which the results of those decisions are evaluated. The principal focus for informed investment decisions is cash flows,whether the capital project appraisal method is ?payback? or one of the more sophisticated discounted cash flow-based techniques,namely ?net present value? and ?internal rate of return?. Turning to performance evaluation,however,the emphasis usually shifts to techniques such as return on investment.The inconsistency between the two approaches is highlighted by the use of depreciation cost allocation for computing ROI; a calculation which has no place whatsoever in the above project appraisal methods. Ijiri persuasively argues,therefore,the importance of making project appraisal and performance evaluation consistent· ratios which link the cash flow statement with the two other principal financial statements;· ratios and percentages based entirely on the contents of the cash flow statement.To illustrate the calculations,the results of Tamari plc for 1998 and 1999 appear in Figure 1. For each ratio is presented both the calculation and a discussion of its significance. Inevitably,there will be some overlap in the messages conveyed by the various ratios presented. This may be due to similarities in the nature of the calculations or to the fact that the results of just one company are used for illustration purposes. The application of the same ratios to different financial facts might well yield additional valuable insights.Ratios which link the cash flow statement with the two other principal financial statementsCash flow from operations to current liabilitiesCash flow from operations to current liabilities= Net cash flow from operating activities x 100Average current liabilitiesWhere:Net cash flow from operating activities is taken directly from the cash flow statement published to comply with FRS 1. Average current liabilities are computed from the opening and closing balance sheet.This ratio examines the liquidity of the company by providing a measure of the extent to which current liabilities are covered by cash flowing into the business from normal operating activities. The ratio is thought to possess some advantage over balancesheet-based ratios such as the liquidity ratio as a measure of short-term solvency. This is because balance sheet ratios are based on a static positional statement (the ?instantaneous financial photograph?) and are therefore subject to manipulation by,for example,running down stock immediately prior to the year end and not replacing it until the next accounting period. Balance sheet based ratios may alternatively be affected by unusual events which cause particular items to be abnormally large or small. In either case,the resulting ratios will not reflect normal conditions.Cash recovery rateCash recovery rate (CRR)=Cash flow from operations x 100Average gross assetsWhere:Cash flow from operations is made up of ?net cash flow from operating activities? together with any proceeds from the disposal of long-term assets. Gross assets is the average gross value of the entity?s assets.Assets are required to generate a return which is ultimately,if not immediately,in the form of cash. The CRR is,therefore,a measure of the rate at which the company recovers its investment in fixed assets. The quicker the recovery period,the lower the risk. You may have noticed that the CRR is thus the reciprocal of the pay back period used for capital project appraisal purposes assuming projects have equal (or roughly equal) annual cash flows.Cash flow per shareCash flow per share =Cash flowWeighted average no. of sharesRatios which link the cash flow statement with the two other principal financial statementsCash flow from operations to current liabilitiesCash flow from operations to current liabilities= Net cash flow from operating activities x 100Average current liabilitiesWhere:Net cash flow from operating activities is taken directly from the cash flow statement published to comply with FRS 1. Average current liabilities are computed from the opening and closing balance sheet.This ratio examines the liquidity of the company by providing a measure of the extent to which current liabilities are covered by cash flowing into the business from normal operating activities. The ratio is thought to possess some advantage over balancesheet-based ratios such as the liquidity ratio as a measure of short-term solvency. This is because balance sheet ratios are based on a static positional statement (the ?instantaneous financial photograph?) and are therefore subject to manipulation by,for example,running down stock immediately prior to the year end and not replacing it until the next accounting period. Balance sheet based ratios may alternatively be affected by unusual events which cause particular items to be abnormally large or small. In either case,the resulting ratios will not reflect normal conditions.Cash recovery rateCash recovery rate (CRR)=Cash flow from operations x 100Average gross assetsWhere:Cash flow from operations is made up of ?net cash flow from operating activities? together with any proceeds from the disposal of long-term assets. Gross assets is the average gross value of the entity?s assets.Assets are required to generate a return which is ultimately,if not immediately,in the form of cash. The CRR is,therefore,a measure of the rate at which the company recovers its investment in fixed assets. The quicker the recovery period,the lower the risk. You may have noticed that the CRR is thus the reciprocal of the pay back period used for capital project appraisal purposes assuming projects have equal (or roughly equal) annual cash flows.Cash flow per shareCash flow per share =Cash flowWeighted average no. of shares更多ACCA资讯请关注高顿ACCA官网:。

2015年ACCA考试《F9财务管理》辅导资料(7)

2015年ACCA考试《F9财务管理》辅导资料(7)

2015年ACCA考试《F9财务管理》辅导资料(7)本文由高顿ACCA整理发布,转载请注明出处Effects of taxation on project appraisalInvestment in capital assets has taxation implications,which should be included in the analysis.To ignore the effect of taxation could affect the quality of the decision,which is consequently made about an investment opportunity. If the resulting project from the appraisal is profitable then taxation becomes payable on these profits thus reducing the net cash inflows by the amounts of tax payable. Capital allowances are given by the Inland Revenue at about 25% on a reducing balance basis over the life of the project. Capital allowances reduce the amount of tax which becomes payable. If the project has a terminal value at the end of its useful life,it will be necessary to establish whether this gives rise to a balancing allowance or a balancing charge. Net cash inflows are used in pay back,net present value and Internal rate of return methods. If the entity will not be in atax-paying position during the entire life of the project then it is known as tax exhausted and tax can be ignored but this situation is most unlikely to occur.Now that we have looked at these possible areas of complication let us look at a fictitious company we shall call Samco Plc.CaseSamco Plc is a manufacturer of electric drills. The company has just developed two new models of electric drills. Model 1 is called Automatic and model 2 is called Super. Senior managers have resolved that if production were to commence in making the automatic model,200,000 drills per annum will be produced and sold over the next five years at a price of ?200 per drill,whereas if production were to commence with the super model,150,000 drills per annum will be sold over the next seven years at a price of ?140 per drill. Budgeted operating costs of each of the two models at today?s prices are as stated below:Automatic model?Direct material70Direct Labour20Variable overheadFixed production overheadSelling,Distribution etc20Net Cash inflow per unit =(?200 ? ?140)= ?60Super model?Direct material20Direct labour12Variable overhead15Fixed production overheadSelling,distribution,etc.Net Cash inflow per unit =(?140 ? 70)= ?70Net present value to infinityAutomatic modelNPV = NPV of the project/PV of annuity of appropriate years and rate Discount Rate= 17,130,000/3.7360.155= ?29,581,405Super model= 18,920,000/3.6050.20= 26,241,332Having calculated the net present values of the two projects to infinity clearly one can see that the automatic model has a net present value of about ?29.5m whereas super has a lower net present value of about ?26.2m. This means that the automatic model will give a higher return to the shareholders of Samco plc. This is the model the Board should manufacture and sell to their customers,because shareholders? wealth will be maximised by taking this course of action.ConclusionThe main objective of this second article in the area of project appraisal was to demonstrate to readers that cases might not necessarily be straightforward. Aspects such as inflation,taxation and unequal life spans must be understood in order that candidates can competently answer questions requiring an understanding of these further aspects. The scenario in Samco plc should be carefully followed ensuring that you understand how the author has used the available information to answer the question.更多ACCA资讯请关注高顿ACCA官网:。

2015年ACCA考试《F9财务管理》辅导资料(11)

2015年ACCA考试《F9财务管理》辅导资料(11)

2015年ACCA考试《F9财务管理》辅导资料(11)本文由高顿ACCA整理发布,转载请注明出处The equivalent annual cost (EAC) approachThis approach computes the present value of costs for each project over a cycle and then expresses the present value in an annual equivalent cost using the appropriate annuity factors for each cycle. The annual equivalent of NPVs of the two or more projects can then be compared. Having calculated the EAC for each cycle and each project,then compare the EACs. The project that has the lowest EAC over the cycles is the better one if lowest outlay is the objective or the higher EAC would be preferred if the highest revenue were the objective.Infinite re-investment approachThis approach is appropriate when projects of unequal lives and unequal risks are being considered. The first step to take will be to establish the net present value of the projects in the normal way and then calculate the net present value of projects to infinity using the formula:NPV ? = NPV of project/PV of annuity for the life of project at discount rateDiscount rate for the projectThe project,which has the highest NPV to infinity,is the one to recommendProject appraisal under inflationInflation is a state of affairs under which prices are constantly rising. When this happens the purchasing power of money depreciates. The currency will buy fewer goods and services than previously and consequently the real returns on investments will fall. Investors understandably,will expect to be compensated for the fall in the value of money during inflation. When appraising investment opportunities the appraiser requires an understanding of three discount rates. These are Money Rates,Real Rates and Inflation Rates. Money rate (also known as Nominal rate) is a combination of the real rate and inflation rate and should be used to discount money cash flows. If on the other hand youwere given real cash flows these must be discounted using the real discount rates. In order to be able to use either of these two rates,you need to know how to calculate both of them. They can be calculated from the following formula,devised by Fisher1 + m =(1 + r) x (1 + i)Where:m = money rater = real ratei = inflation rateFrom the above formula it is possible to calculate m,r and i if you were given information about two of the three variables. For example if you were told that the money rate was 20% and real rate was 12% the inflation rate will be calculated as follows:i =1 + m ? 11 + ri =1 + 0.20? 11 + 0.12i =1.0714?= 7.14%Equally m and r could be calculated as follows.m =(1.12 x 1.0714) ? 1(1.19999) ? 120%r =1.20? 11.07142015年ACCA考试《F9财务管理》辅导资料(11) ACCA考试,ACCA题库,ACCA辅导资料The equivalent annual cost (EAC) approachThis approach computes the present value of costs for each project over a cycle and then expresses the present value in an annual equivalent cost using the appropriate annuity factors for each cycle. The annual equivalent of NPVs of the two or more projects can then be compared. Having calculated the EAC for each cycle and each project,then compare the EACs. The project that has the lowest EAC over the cycles is the better one if lowest outlay is the objective or the higher EAC would be preferred if the highest revenue were the objective.Infinite re-investment approachThis approach is appropriate when projects of unequal lives and unequal risks are being considered. The first step to take will be to establish the net present value of the projects in the normal way and then calculate the net present value of projects to infinity using the formula:NPV ? = NPV of project/PV of annuity for the life of project at discount rateDiscount rate for the projectThe project,which has the highest NPV to infinity,is the one to recommendProject appraisal under inflationInflation is a state of affairs under which prices are constantly rising. When this happens the purchasing power of money depreciates. The currency will buy fewer goods and services than previously and consequently the real returns on investments will fall. Investors understandably,will expect to be compensated for the fall in the value of money during inflation. When appraising investment opportunities the appraiser requires an understanding of three discount rates. These are Money Rates,Real Rates and Inflation Rates. Money rate (also known as Nominal rate) is a combination of the real rate andinflation rate and should be used to discount money cash flows. If on the other hand you were given real cash flows these must be discounted using the real discount rates. In order to be able to use either of these two rates,you need to know how to calculate both of them. They can be calculated from the following formula,devised by Fisher1 + m =(1 + r) x (1 + i)Where:m = money rater = real ratei = inflation rateFrom the above formula it is possible to calculate m,r and i if you were given information about two of the three variables. For example if you were told that the money rate was 20% and real rate was 12% the inflation rate will be calculated as follows:i =1 + m ? 11 + ri =1 + 0.20? 11 + 0.12i =1.0714?= 7.14%Equally m and r could be calculated as follows.m =(1.12 x 1.0714) ? 1(1.19999) ? 120%r =1.20? 11.071412%When the appropriate discount rate has been established the present value factors of this rate at different time periods can be obtained from the present value table or the present value factors calculated using the following formula:11111(1+r)(1+r)2(1+r)3(1+r)4(1+r)5?etcWhere r = discount rate.Present value tables are only available for whole numbers,so if your r is not a whole number you will have to use the formula to calculate the required present value factors. Let us calculate for example the present value factors of 7.14% for years 1 to 5.11111(1.0714)(1.0714) 2(1.0714) 3(1.0714) 4(1.0714)5?etc0.9330.8710.8130.7590.708Having either obtained or calculated the present value factors for the relevant discount rates,these are then used to discount the future cash flows to give the net present values of the projects. It is important to understand when to use which rate. If the question gives you money cash flows,then use the money rate; if the question gives real cash flow it follows then that the real rate must be used. To confuse one with the other would give the wrong answer.12%When the appropriate discount rate has been established the present value factors of this rate at different time periods can be obtained from the present value table or the present value factors calculated using the following formula:11111(1+r)(1+r)2(1+r)3(1+r)4(1+r)5?etcWhere r = discount rate.Present value tables are only available for whole numbers,so if your r is not a whole number you will have to use the formula to calculate the required present value factors. Let us calculate for example the present value factors of 7.14% for years 1 to 5.11111(1.0714)(1.0714) 2(1.0714) 3(1.0714) 4(1.0714)5?etc0.9330.8710.8130.7590.708Having either obtained or calculated the present value factors for the relevant discount rates,these are then used to discount the future cash flows to give the net present values of the projects. It is important to understand when to use which rate. If the question gives you money cash flows,then use the money rate; if the question gives real cash flow it follows then that the real rate must be used. To confuse one with the other would give the wrong answer.更多ACCA资讯请关注高顿ACCA官网:。

ACCA F9财务管理考试重点

ACCA F9财务管理考试重点

ACCA F9财务管理考试重点ACCA F9科目是财务管理,在财务管理方面企业会面临一下两种困境:Overcapitalization;Overtrading and,今天小编就和大家一起聊一聊这两种困境吧!1:Overcapitalization的意思是资金过剩,即公司拥有的流动资金多于业务所需,与之前的overtrading是相反的一种情况,资本过剩是指因利润率下降或利润率较低而引起的。

资本过剩是资本机构成不断提高、平均利润率趋向下降规律发生作用的必然结果。

资本过剩不是绝对过剩,而是相对于一般利润率而言的相对过剩。

因为财务管理的目的是追求利润和股东利益最大化,资本是由商品构成的,资本的生产过剩包含着商品生产的过剩,而当商品的生产过剩达到一定程度就会出现生产的混乱、停滞和危机,所以资本过剩在短期内不会对公司的运营产生大的影响,但从长远看overcapitalization会损害公司的财务目标。

如果出现以下的财务信息暗示,就代表公司可能会存在资本过剩:与之前年度或同等规模的同行业公司相比sales/net working capital ratio下降与之前年度或同等规模的同行业公司相比Current and quick ratios上升Working capital的需求减少2:Overtrading的意思是“交易过度”,是指一家公司业务发展过快,以致它的短期财政支持(working capita)与业务增长规模Sale不相适应。

通常运用sales/net working capital ratio 来进行判断,一般情况下该比率在同一行业和同一规模的企业中会长期保持不变。

在公司成立伊始,管理者会谨慎经营和投资,不会出现这类问题,但是当公司慢慢发展起来,尤其是发展势头良好,盈利越来越大时,公司的决策者往往会开始头脑膨胀,不知不觉地就Overtrading了。

处于过度交易中的公司都会面临流动性困难和缺少营运资本的问题。

2015年ACCA考试《F9财务管理》辅导资料(12)

2015年ACCA考试《F9财务管理》辅导资料(12)

2015年ACCA考试《F9财务管理》辅导资料(12)本文由高顿ACCA整理发布,转载请注明出处Effects of taxation on project appraisalInvestment in capital assets has taxation implications,which should be included in the analysis.To ignore the effect of taxation could affect the quality of the decision,which is consequently made about an investment opportunity. If the resulting project from the appraisal is profitable then taxation becomes payable on these profits thus reducing the net cash inflows by the amounts of tax payable. Capital allowances are given by the Inland Revenue at about 25% on a reducing balance basis over the life of the project. Capital allowances reduce the amount of tax which becomes payable. If the project has a terminal value at the end of its useful life,it will be necessary to establish whether this gives rise to a balancing allowance or a balancing charge. Net cash inflows are used in pay back,net present value and Internal rate of return methods. If the entity will not be in atax-paying position during the entire life of the project then it is known as tax exhausted and tax can be ignored but this situation is most unlikely to occur.Now that we have looked at these possible areas of complication let us look at a fictitious company we shall call Samco Plc.CaseSamco Plc is a manufacturer of electric drills. The company has just developed two new models of electric drills. Model 1 is called Automatic and model 2 is called Super. Senior managers have resolved that if production were to commence in making the automatic model,200,000 drills per annum will be produced and sold over the next five years at a price of ?200 per drill,whereas if production were to commence with the super model,150,000 drills per annum will be sold over the next seven years at a price of ?140 per drill. Budgeted operating costs of each of the two models at today?s prices are as stated below:Automatic model?Direct material70Direct Labour20Variable overheadFixed production overheadSelling,Distribution etc20Net Cash inflow per unit =(?200 ? ?140)= ?60Super model?Direct material20Direct labour12Variable overhead15Fixed production overheadSelling,distribution,etc.Net Cash inflow per unit =(?140 ? 70)= ?70Net present value to infinityAutomatic modelNPV ?= NPV of the project/PV of annuity of appropriate years and rate Discount Rate= ?17,130,000/3.7360.155= ?29,581,405Super model= ?18,920,000/3.6050.20= ?26,241,332Having calculated the net present values of the two projects to infinity clearly one can see that the automatic model has a net present value of about ?29.5m whereas super has a lower net present value of about ?26.2m. This means that the automatic model will give a higher return to the shareholders of Samco plc. This is the model the Board should manufacture and sell to their customers,because shareholders? wealth will be maximised by taking this course of action.ConclusionThe main objective of this second article in the area of project appraisal was to demonstrate to readers that cases might not necessarily be straightforward. Aspects such as inflation,taxation and unequal life spans must be understood in order that candidates can competently answer questions requiring an understanding of these further aspects. The scenario in Samco plc should be carefully followed ensuring that you understand how the author has used the available information to answer the question.更多ACCA资讯请关注高顿ACCA官网:。

accaf9知识点总结

accaf9知识点总结

accaf9知识点总结1. 效果评价1.1 金融报表分析1.2 经济资本分析1.3 经营资本分析1.4 现金流量和利润1.5 利润和现金流量的关系1.6 销售和应收账款...2. 出口和报价价格2.1 出口的动因2.2 出口贸易中的价格因素2.3 价格战略2.4 付款条件2.5 远期定价和风险2.6 报价策略...3. 资本成本3.1 资本的含义3.2 资本成本的含义3.3 股权资本成本3.4 债务资本成本3.5 资本结构权益3.6 资本结构债务...4. 风险管理4.1 金融风险的类型4.2 风险定价模型4.3 风险管理的决策4.4 风险管理的实施4.5 风险管理的监督4.6 风险管理的评估...5. 投资决策5.1 投资的目标5.2 投资的基本原则5.3 投资项目评估5.4 投资项目选择5.5 投资项目实施5.6 投资项目监督...6. 资本结构6.1 资本结构的含义6.2 资本结构的类型6.3 资本结构的决策6.4 资本结构的评估6.5 资本结构的实施6.6 资本结构的监督...7. 分公司和合并7.1 分公司的类型7.2 分公司的特点7.3 分公司的决策7.4 分公司的执行7.5 分公司的监督7.6 合并的类型...8. 业绩评估8.1 业绩评估的目标8.2 业绩评估的原则8.3 业绩评估的过程8.4 业绩评估的结果8.5 业绩评估的实施8.6 业绩评估的监督...9. 资本预算9.1 资本预算的含义9.2 资本预算的分类9.3 资本预算的原则9.4 资本预算的方法9.5 资本预算的评估9.6 资本预算的实施...10. 财务分析10.1 财务分析的含义10.2 财务分析的基本原则10.3 财务分析的过程10.4 财务分析的工具10.5 财务分析的目标10.6 财务分析的实施...以上是ACCA F9 考试的知识点总结。

希望对你有所帮助。

2015年ACCA考试《F9财务管理》辅导资料(8)

2015年ACCA考试《F9财务管理》辅导资料(8)

2015年ACCA考试《F9财务管理》辅导资料(8)本文由高顿ACCA整理发布,转载请注明出处by John Richard Edwards01 Oct 2000The merits of cash based financial reporting ? for example,it is based principally on facts rather than problematic accounting measurements ? have been known for many years. However,it was not until 1990 (revised 1996) that the Accounting Standards Board made the publication of Cash Flow Statements (FRS 1) a standard requirement for UK companies. FRS 1 tells us that the ?cash flow statement in conjunction with a profit and loss account and balance sheet provides information on financial position and performance as well as liquidity,solvency and financial adaptability?. Wise words,but what do they mean?The usefulness of financial statements is enhanced by an examination of the relationship between them; also by comparisons with previous time periods,other entities and expected performance. Value can be further added through the calculation and interpretation of accounting ratios. An examination of accounting textbooks and the pages of accounting periodicals reveals an enthusiasm for rehearsing the potential of ?accounting ratios? demonstrated through calculations of the net profit margin,return on capital employed,current ratio and a host of other ?traditional? measures based on the contents of the profit and loss and balance sheet. But what about the cash flow statement? We have seen that its publication was required by the ASB in order to improve the informative value of published financial information. Indeed,some say it is the most important financial statement. One based on ?hard facts? which has helped prevent financial machinations such as those that are believed to have occurred at companies such as Polly Peck in the 1980s.The lack of attention to cash flow-based ratios in accounting textbooks is particularly surprising given their acknowledged role in credit rating assessments and in the prediction of corporate failure.In these and other contexts,the traditional ratios suffer from the same defect as the financial statements (the profit and loss account and balance sheet) on which they are based. Such ratios are the result of comparing figures which have been computed using accounting conventions and ?guestimations?. Given the difficulty of deciding the length of the period over which a fixed asset should be written off,whether the tests whichjustify the capitalisation of development expenditure have been satisfied,the amount of the provision to be made for claims under a manufacturer?s twelve month guarantee (to give just a few examples),ratios based on such figures are also bound to have limited economic significance. This is not to suggest that the traditional ratios are irrelevant. Clearly this is not so,as they reveal important relationships and trends that are not apparent from the examination of individual figures appearing in the accounts. However,given the fact that cash flow ratios contain at least one element that is factual (the numerator,the denominator or both),their lack of prominence in the existing literature is puzzling.Some recognition of cash flow ratiosThe importance of cash flow ratios was dramatically demonstrated,early on,by W.H. Beaver whose 1966 study showed that the most effective predictor of corporate failure was the ratio of cash flow to total debt. Indeed,one of his most surprising findings was that the current ratio proved to be one of the least useful ratios in predicting impending collapse. The importance of cash as an indicator of continuing financial health should not be surprising in view of its crucial role within the business. Colourfully described as a company?s ?life-blood?,a strong cash flow will enable a business to recover from temporary financial problems whereas future negative cash flow will cause even an apparently sound enterprise to move towards liquidation. Expressing the importance of cash differently:a company which descends into a loss-making position often succeeds in making a comeback; one which runs out of cash is unlikely to have a second chance.Another US-based writer,Yuji Ijiri,has noted the paradox between the way in which investment decisions are made by business and other entities and the way in which the results of those decisions are evaluated. The principal focus for informed investment decisions is cash flows,whether the capital project appraisal method is ?payback? or one of the more sophisticated discounted cash flow-based techniques,namely ?net present value? and ?internal rate of return?. Turning to performance evaluation,however,the emphasis usually shifts to techniques such as return on investment.The inconsistency between the two approaches is highlighted by the use of depreciation cost allocation for computing ROI; a calculation which has no place whatsoever in the above project appraisal methods. Ijiri persuasively argues,therefore,the importance of making project appraisal and performance evaluation consistent· ratios which link the cash flow statement with the two other principal financial statements;· ratios and percentages based entirely on the contents of the cash flow statement.To illustrate the calculations,the results of Tamari plc for 1998 and 1999 appear in Figure 1. For each ratio is presented both the calculation and a discussion of its significance. Inevitably,there will be some overlap in the messages conveyed by the various ratios presented. This may be due to similarities in the nature of the calculations or to the fact that the results of just one company are used for illustration purposes. The application of the same ratios to different financial facts might well yield additional valuable insights.Ratios which link the cash flow statement with the two other principal financial statementsCash flow from operations to current liabilitiesCash flow from operations to current liabilities= Net cash flow from operating activities x 100Average current liabilitiesWhere:Net cash flow from operating activities is taken directly from the cash flow statement published to comply with FRS 1. Average current liabilities are computed from the opening and closing balance sheet.This ratio examines the liquidity of the company by providing a measure of the extent to which current liabilities are covered by cash flowing into the business from normal operating activities. The ratio is thought to possess some advantage over balancesheet-based ratios such as the liquidity ratio as a measure of short-term solvency. This is because balance sheet ratios are based on a static positional statement (the ?instantaneous financial photograph?) and are therefore subject to manipulation by,for example,running down stock immediately prior to the year end and not replacing it until the next accounting period. Balance sheet based ratios may alternatively be affected by unusual events which cause particular items to be abnormally large or small. In either case,the resulting ratios will not reflect normal conditions.Cash recovery rateCash recovery rate (CRR)=Cash flow from operations x 100Average gross assetsWhere:Cash flow from operations is made up of ?net cash flow from operating activities? together with any proceeds from the disposal of long-term assets. Gross assets is the average gross value of the entity?s assets.Assets are required to generate a return which is ultimately,if not immediately,in the form of cash. The CRR is,therefore,a measure of the rate at which the company recovers its investment in fixed assets. The quicker the recovery period,the lower the risk. You may have noticed that the CRR is thus the reciprocal of the pay back period used for capital project appraisal purposes assuming projects have equal (or roughly equal) annual cash flows.Cash flow per shareCash flow per share =Cash flowWeighted average no. of sharesRatios which link the cash flow statement with the two other principal financial statementsCash flow from operations to current liabilitiesCash flow from operations to current liabilities= Net cash flow from operating activities x 100Average current liabilitiesWhere:Net cash flow from operating activities is taken directly from the cash flow statement published to comply with FRS 1. Average current liabilities are computed from the opening and closing balance sheet.This ratio examines the liquidity of the company by providing a measure of the extent to which current liabilities are covered by cash flowing into the business from normal operating activities. The ratio is thought to possess some advantage over balancesheet-based ratios such as the liquidity ratio as a measure of short-term solvency. This is because balance sheet ratios are based on a static positional statement (the ?instantaneous financial photograph?) and are therefore subject to manipulation by,for example,running down stock immediately prior to the year end and not replacing it until the next accounting period. Balance sheet based ratios may alternatively be affected by unusual events which cause particular items to be abnormally large or small. In either case,the resulting ratios will not reflect normal conditions.Cash recovery rateCash recovery rate (CRR)=Cash flow from operations x 100Average gross assetsWhere:Cash flow from operations is made up of ?net cash flow from operating activities? together with any proceeds from the disposal of long-term assets. Gross assets is the average gross value of the entity?s assets.Assets are required to generate a return which is ultimately,if not immediately,in the form of cash. The CRR is,therefore,a measure of the rate at which the company recovers its investment in fixed assets. The quicker the recovery period,the lower the risk. You may have noticed that the CRR is thus the reciprocal of the pay back period used for capital project appraisal purposes assuming projects have equal (or roughly equal) annual cash flows.Cash flow per shareCash flow per share =Cash flowWeighted average no. of shares更多ACCA资讯请关注高顿ACCA官网:。

2015年ACCA考试《F9财务管理》辅导资料(15)

2015年ACCA考试《F9财务管理》辅导资料(15)

2015年ACCA考试《F9财务管理》辅导资料(15)本文由高顿ACCA整理发布,转载请注明出处ConclusionThe purpose of the cash flow statement is to improve the informative value of published financial reports. The lack of prominence given to cash flow-based accounting ratios as a means of improving the interpretative value of this data is particularly surprising given the enormous amount of space usually devoted to traditional accounting ratios in text books on financial accounting,management accounting and corporate finance. This article has demonstrated the contribution of three types of percentages and ratios:ratios to link the cash flow statement with key related items appearing in the balance sheet; the expression of each item in the cash flow statement as a percentage of net cash flow from operating activities; and the calculation of ratios to explore the inter-relationship between items within the cash flow statement.As usual,it should be noted that different ratios are expressed in different ways,as percentages,as multiples,or in pence,as well as in the classic form.The interpretative value of individual ratios will depend upon the nature of the financial developments at a particular business. Given the content of Figure 1,for example,the cash flow per share (version I) ratio was not seen to possess any interpretative value and was not calculated. It is also the case that the messages conveyed by certain ratios may be similar for a particular company covering a particular year,but in a different time and place the same ratios may yield different insights.Finally,one must remember the importance of not attaching too much weight to any single ratio but to use a representative range of ratios (including cash flow ratios!) to build up a meaningful business profile.Debtor managementby Malcolm Anderson01 May 2000One year after The Late Payment of Commercial Debts (Interest) Act 1998 was passed,market information specialists,Experian,recently reported that British companies are now taking two days longer to settle their bills with suppliers than before the legislation was introduced. The average time taken to pay for credit purchases by British companies is now 74 days. Although the 1998 legislation enables companies employing fewer than 50 staff to levy an 8% interest charge above the base rate on late-paying larger clients,few have done so in fear of alienating the enterprises on whom they frequently so heavily rely. The study also found that most large businesses now insist on a 60-day payment period. Reliant upon cash from trade debtors to pay suppliers,wages and other costs,the failure to receive the amounts owing from credit customers on the due dates creates enormous problems for businesses in paying their own way. This article reviews the major considerations at each stage of the credit management process and concludes with an illustration of how factoring can benefit companies suffering from late-paying customersAssessing the credit worthiness of customersBefore extending credit to a customer,a supplier should analyse the five Cs of credit worthiness,which will provoke a series of questions. These are:· Capacity will the customer be able to pay the amount agreed within the allowable credit period? What is their past payment record? How large is the customer's busiCapital ? what is the financial health of the customer? Is it a liquid and profitable concern,able to make payments on time?· Character do the customers? management appear to be committed to prompt payment? Are they of high integrity? What are their personalities like?· Collateral what is the scope for including appropriate security in return for extending credit to the customer?· Conditions what are the prevailing economic conditions? How are these likely to impact on the customer?s ability to pay promptly?Whilst the materiality of the amount will dictate the degree of analysis involved,the major sources of information available to companies in assessing customers? credit worthiness are:· Bank references. These may be provided by the customer?s bank to indicate their financial standing. However,the law and practice of banking secrecy determines the way in which banks respond to credit enquiries,which can render such references uninformative,particularly when the customer is encountering financial difficulties.· Trade references. Companies already trading with the customer may be willing to provide a reference for the customer. This can be extremely useful,providing that the companies approached are a representative sample of all the clients? suppliers. Such references can be misleading,as they are usually based on direct credit experience and contain no knowledge of the underlying financial strength of the customer.· Financial accounts. The most recent accounts of the customer can be obtained either direct from the business,or for limited companies,from Companies House. While subject to certain limitations (encountered in paper 1),past accounts can be useful in vetting customers. Where the credit risk appears high or where substantial levels of credit are required,the supplier may ask to see evidence of the ability to pay on time. This demands access to internal future budget data.· Personal contact. Through visiting the premises and interviewing senior management,staff should gain an impression of the efficiency and financial resources of customers and the integrity of its management.· Credit agencies. Obtaining information from a range of sources such as financial accounts,bank and newspaper reports,court judgements,payment records with other suppliers,in return for a fee,credit agencies can prove a mine of information. They will provide a credit rating for different companies. The use of such agencies has grown dramatically in recent years.· Past experience. For existing customers,the supplier will have access to their past payment record. However,credit managers should be aware that many failing companies preserve solid payment records with key suppliers in order to maintain supplies,but they only do so at the expense of other creditors. Indeed,many companies go into liquidation with flawless payment records with key suppliers.· General sources of information. Credit managers should scout trade journals,business magazines and the columns of the business press to keep abreast of the key factors influencing customers' businesses and their sector generally. Sales staff who have their ears to the ground can also prove an invaluable source of information.更多ACCA资讯请关注高顿ACCA官网:。

2015年ACCA考试《F9财务管理》辅导资料(5)

2015年ACCA考试《F9财务管理》辅导资料(5)

2015年ACCA考试《F9财务管理》辅导资料(5)本文由高顿ACCA整理发布,转载请注明出处The Accounting Rate of ReturnThe information provided by AICO plc is based on hypothetical cash flows. This information is insufficient for establishing the ARR of the two models; therefore it will be necessary to calculate the annual depreciation figures for the two machines. To arrive at the annual accounting profits will necessitate a deduction from each year?s net cash inflows ? the annual depreciation figure.et Present ValueWhen using the NPV method the present value table is required in order to find out the present value factors of the pound at different rates over different time periods. Your examination question paper has often in the past provided the table for candidates use with the examination questions. There is no indication that this will not continue. However the figures in the table can be calculated if a table is unavailable.Deluxe modelUnder the NPV method super has a positive NPV of £51,840 whilst deluxe has a negative NPV of £41,040. Any project with a negative NPV should not be undertaken at all. On the basis of this super model will be recommended but not deluxe model.Internal Rate of Return (IRR)Under NPV we have used 12% discount rate and arrived at both a positive and negative NPV respectively for the two machines. We need to use a higher rate for the Super model to arrive at a negative NPV and a lower rate for Deluxe model to arrive at a positive NPV. Remember that the higher the IRR the better. Let us now use 20% for Super model and 4% for Deluxe model.Super ModelNow that we have a negative NPV for Super model we can now use the IRR formula we had earlier to establish IRR for this model.Now let us turn our attention to the second machine, but first we need to find a positive NPV for this machine. We have stated earlier that we will use 4%, let us use that straight away.Deluxe ModelThe Deluxe module has an IRR of 10.51%. As this is lower than the super model?s 16.52%, once again super model will be recommended.ConclusionIt can be seen that all four methods of investment appraisal have consistently recommended the Super model. This has happened because the example was designed to do so. A real life exercise on investment appraisal will probably not be as easy and straightforward as this. Life is never straightforward. The author has not introduced any complications into the example. Areas that could bring in complications such as projects with unequal lives, effects of taxation and inflation have been deliberately left out of the example in this article. A future article by the author will bring in some of these complications so that readers can appreciate that life in this area is not always as straightforward as depicted in this article.Reference1. Idowu, S. O., ?Budgeting: A management tool?, ACCA Students? Newsletter, April 1996, Pages 58?59.When using the NPV method the present value table is required in order to find out the present value factors of the pound at different rates over different time periods. Your examination question paper has often in the past provided the table for candidates? use with the examination questions. There is no indication that this will not continue. However the figures in the table can be calculated if a table is unavailable.Deluxe modelUnder the NPV method super has a positive NPV of £51,840 whilst deluxe has a negative NPV of £41,040. Any project with a negative NPV should not be undertaken at all. On the basis of this super model will be recommended but not deluxe model.Internal Rate of Return (IRR)Under NPV we have used 12% discount rate and arrived at both a positive and negative NPV respectively for the two machines. We need to use a higher rate for the Super model to arrive at a negative NPV and a lower rate for Deluxe model to arrive at a positive NPV. Remember that the higher the IRR the better. Let us now use 20% for Super model and 4% for Deluxe model.Super ModelNow that we have a negative NPV for Super model we can now use the IRR formula we had earlier to establish IRR for this model.Now let us turn our attention to the second machine, but first we need to find a positive NPV for this machine. We have stated earlier that we will use 4%, let us use that straight away.Deluxe ModelThe Deluxe module has an IRR of 10.51%. As this is lower than the super model?s 16.52%, once again super model will be recommended.ConclusionIt can be seen that all four methods of investment appraisal have consistently recommended the Super model. This has happened because the example was designed to do so. A real life exercise on investment appraisal will probably not be as easy and straightforward as this. Life is never straightforward. The author has not introduced any complications into the example. Areas that could bring in complications such as projects with unequal lives, effects of taxation and inflation have been deliberately left out of the example in this article. A future article by the author will bring in some of these complications so that readers can appreciate that life in this area is not always as straightforward as depicted in this article.Reference1. Idowu, S. O., ?Budgeting: A management tool?, ACCA Students? Newsletter, April 1996, Pages 58?59.更多ACCA资讯请关注高顿ACCA官网:。

2015年ACCA考试《F9财务管理》辅导资料(13)

2015年ACCA考试《F9财务管理》辅导资料(13)

2015年ACCA考试《F9财务管理》辅导资料(13)本文由高顿ACCA整理发布,转载请注明出处by John Richard Edwards01 Oct 2000The merits of cash based financial reporting ? for example,it is based principally on facts rather than problematic accounting measurements ? have been known for many years. However,it was not until 1990 (revised 1996) that the Accounting Standards Board made the publication of Cash Flow Statements (FRS 1) a standard requirement for UK companies. FRS 1 tells us that the ?cash flow statement in conjunction with a profit and loss account and balance sheet provides information on financial position and performance as well as liquidity,solvency and financial adaptability?. Wise words,but what do they mean?The usefulness of financial statements is enhanced by an examination of the relationship between them; also by comparisons with previous time periods,other entities and expected performance. Value can be further added through the calculation and interpretation of accounting ratios. An examination of accounting textbooks and the pages of accounting periodicals reveals an enthusiasm for rehearsing the potential of ?accounting ratios? demonstrated through calculations of the net profit margin,return on capital employed,current ratio and a host of other ?traditional? measures based on the contents of the profit and loss and balance sheet. But what about the cash flow statement? We have seen that its publication was required by the ASB in order to improve the informative value of published financial information. Indeed,some say it is the most important financial statement. One based on ?hard facts? which has helped prevent financial machinations such as those that are believed to have occurred at companies such as Polly Peck in the 1980s.The lack of attention to cash flow-based ratios in accounting textbooks is particularly surprising given their acknowledged role in credit rating assessments and in the prediction of corporate failure.In these and other contexts,the traditional ratios suffer from the same defect as the financial statements (the profit and loss account and balance sheet) on which they are based. Such ratios are the result of comparing figures which have been computed using accounting conventions and ?guestimations?. Given the difficulty of deciding the length of the period over which a fixed asset should be written off,whether the tests whichjustify the capitalisation of development expenditure have been satisfied,the amount of the provision to be made for claims under a manufacturer?s twelve month guarantee (to give just a few examples),ratios based on such figures are also bound to have limited economic significance. This is not to suggest that the traditional ratios are irrelevant. Clearly this is not so,as they reveal important relationships and trends that are not apparent from the examination of individual figures appearing in the accounts. However,given the fact that cash flow ratios contain at least one element that is factual (the numerator,the denominator or both),their lack of prominence in the existing literature is puzzling.Some recognition of cash flow ratiosThe importance of cash flow ratios was dramatically demonstrated,early on,by W.H. Beaver whose 1966 study showed that the most effective predictor of corporate failure was the ratio of cash flow to total debt. Indeed,one of his most surprising findings was that the current ratio proved to be one of the least useful ratios in predicting impending collapse. The importance of cash as an indicator of continuing financial health should not be surprising in view of its crucial role within the business. Colourfully described as a company?s ?life-blood?,a strong cash flow will enable a business to recover from temporary financial problems whereas future negative cash flow will cause even an apparently sound enterprise to move towards liquidation. Expressing the importance of cash differently:a company which descends into a loss-making position often succeeds in making a comeback; one which runs out of cash is unlikely to have a second chance.Another US-based writer,Yuji Ijiri,has noted the paradox between the way in which investment decisions are made by business and other entities and the way in which the results of those decisions are evaluated. The principal focus for informed investment decisions is cash flows,whether the capital project appraisal method is ?payback? or one of the more sophisticated discounted cash flow-based techniques,namely ?net present value? and ?internal rate of return?. Turning to performance evaluation,however,the emphasis usually shifts to techniques such as return on investment.The inconsistency between the two approaches is highlighted by the use of depreciation cost allocation for computing ROI; a calculation which has no place whatsoever in the above project appraisal methods. Ijiri persuasively argues,therefore,the importance of making project appraisal and performance evaluation consistent· ratios which link the cash flow statement with the two other principal financial statements;· ratios and percentages based entirely on the contents of the cash flow statement.To illustrate the calculations,the results of Tamari plc for 1998 and 1999 appear in Figure 1. For each ratio is presented both the calculation and a discussion of its significance. Inevitably,there will be some overlap in the messages conveyed by the various ratios presented. This may be due to similarities in the nature of the calculations or to the fact that the results of just one company are used for illustration purposes. The application of the same ratios to different financial facts might well yield additional valuable insights.Ratios which link the cash flow statement with the two other principal financial statementsCash flow from operations to current liabilitiesCash flow from operations to current liabilities= Net cash flow from operating activities x 100Average current liabilitiesWhere:Net cash flow from operating activities is taken directly from the cash flow statement published to comply with FRS 1. Average current liabilities are computed from the opening and closing balance sheet.This ratio examines the liquidity of the company by providing a measure of the extent to which current liabilities are covered by cash flowing into the business from normal operating activities. The ratio is thought to possess some advantage over balancesheet-based ratios such as the liquidity ratio as a measure of short-term solvency. This is because balance sheet ratios are based on a static positional statement (the ?instantaneous financial photograph?) and are therefore subject to manipulation by,for example,running down stock immediately prior to the year end and not replacing it until the next accounting period. Balance sheet based ratios may alternatively be affected by unusual events which cause particular items to be abnormally large or small. In either case,the resulting ratios will not reflect normal conditions.Cash recovery rateCash recovery rate (CRR)=Cash flow from operations x 100Average gross assetsWhere:Cash flow from operations is made up of ?net cash flow from operating activities? together with any proceeds from the disposal of long-term assets. Gross assets is the average gross value of the entity?s assets.Assets are required to generate a return which is ultimately,if not immediately,in the form of cash. The CRR is,therefore,a measure of the rate at which the company recovers its investment in fixed assets. The quicker the recovery period,the lower the risk. You may have noticed that the CRR is thus the reciprocal of the pay back period used for capital project appraisal purposes assuming projects have equal (or roughly equal) annual cash flows.Cash flow per shareCash flow per share =Cash flowWeighted average no. of sharesRatios which link the cash flow statement with the two other principal financial statementsCash flow from operations to current liabilitiesCash flow from operations to current liabilities= Net cash flow from operating activities x 100Average current liabilitiesWhere:Net cash flow from operating activities is taken directly from the cash flow statement published to comply with FRS 1. Average current liabilities are computed from the opening and closing balance sheet.This ratio examines the liquidity of the company by providing a measure of the extent to which current liabilities are covered by cash flowing into the business from normal operating activities. The ratio is thought to possess some advantage over balancesheet-based ratios such as the liquidity ratio as a measure of short-term solvency. This is because balance sheet ratios are based on a static positional statement (the ?instantaneous financial photograph?) and are therefore subject to manipulation by,for example,running down stock immediately prior to the year end and not replacing it until the next accounting period. Balance sheet based ratios may alternatively be affected by unusual events which cause particular items to be abnormally large or small. In either case,the resulting ratios will not reflect normal conditions.Cash recovery rateCash recovery rate (CRR)=Cash flow from operations x 100Average gross assetsWhere:Cash flow from operations is made up of ?net cash flow from operating activities? together with any proceeds from the disposal of long-term assets. Gross assets is the average gross value of the entity?s assets.Assets are required to generate a return which is ultimately,if not immediately,in the form of cash. The CRR is,therefore,a measure of the rate at which the company recovers its investment in fixed assets. The quicker the recovery period,the lower the risk. You may have noticed that the CRR is thus the reciprocal of the pay back period used for capital project appraisal purposes assuming projects have equal (or roughly equal) annual cash flows.Cash flow per shareCash flow per share =Cash flowWeighted average no. of shares更多ACCA资讯请关注高顿ACCA官网:。

2015年ACCA考试《F9财务管理》辅导资料(12)

2015年ACCA考试《F9财务管理》辅导资料(12)

2015年ACCA考试《F9财务管理》辅导资料(12)本文由高顿ACCA整理发布,转载请注明出处Effects of taxation on project appraisalInvestment in capital assets has taxation implications,which should be included in the analysis.To ignore the effect of taxation could affect the quality of the decision,which is consequently made about an investment opportunity. If the resulting project from the appraisal is profitable then taxation becomes payable on these profits thus reducing the net cash inflows by the amounts of tax payable. Capital allowances are given by the Inland Revenue at about 25% on a reducing balance basis over the life of the project. Capital allowances reduce the amount of tax which becomes payable. If the project has a terminal value at the end of its useful life,it will be necessary to establish whether this gives rise to a balancing allowance or a balancing charge. Net cash inflows are used in pay back,net present value and Internal rate of return methods. If the entity will not be in atax-paying position during the entire life of the project then it is known as tax exhausted and tax can be ignored but this situation is most unlikely to occur.Now that we have looked at these possible areas of complication let us look at a fictitious company we shall call Samco Plc.CaseSamco Plc is a manufacturer of electric drills. The company has just developed two new models of electric drills. Model 1 is called Automatic and model 2 is called Super. Senior managers have resolved that if production were to commence in making the automatic model,200,000 drills per annum will be produced and sold over the next five years at a price of ?200 per drill,whereas if production were to commence with the super model,150,000 drills per annum will be sold over the next seven years at a price of ?140 per drill. Budgeted operating costs of each of the two models at today?s prices are as stated below:Automatic model?Direct material70Direct Labour20Variable overheadFixed production overheadSelling,Distribution etc20Net Cash inflow per unit =(?200 ? ?140)= ?60Super model?Direct material20Direct labour12Variable overhead15Fixed production overheadSelling,distribution,etc.Net Cash inflow per unit =(?140 ? 70)= ?70Net present value to infinityAutomatic modelNPV ?= NPV of the project/PV of annuity of appropriate years and rate Discount Rate= ?17,130,000/3.7360.155= ?29,581,405Super model= ?18,920,000/3.6050.20= ?26,241,332Having calculated the net present values of the two projects to infinity clearly one can see that the automatic model has a net present value of about ?29.5m whereas super has a lower net present value of about ?26.2m. This means that the automatic model will give a higher return to the shareholders of Samco plc. This is the model the Board should manufacture and sell to their customers,because shareholders? wealth will be maximised by taking this course of action.ConclusionThe main objective of this second article in the area of project appraisal was to demonstrate to readers that cases might not necessarily be straightforward. Aspects such as inflation,taxation and unequal life spans must be understood in order that candidates can competently answer questions requiring an understanding of these further aspects. The scenario in Samco plc should be carefully followed ensuring that you understand how the author has used the available information to answer the question.更多ACCA资讯请关注高顿ACCA官网:。

2015年ACCA考试《F9财务管理》辅导资料(2)

2015年ACCA考试《F9财务管理》辅导资料(2)

2015年ACCA考试《F9财务管理》辅导资料(2)本文由高顿ACCA整理发布,转载请注明出处Payback methodThe payback method is used to determine how long it will take for future cash inflows from the project to equal the initial cost of the project. The method as the name implies establishes the payback period of each project. As the method stands, the shorter the payback period the better. It is often argued that industries where products get outdated quickly such as fashion and computers will prefer to use the payback method. The reason being that it is critical that the initial cost of the project is recovered quickly. In any case, most organisations have a set of standard payback periods for each investment project. They will in most cases compare the payback period from each investment project with the pre-determined payback period. Any project that falls short of the standard payback period will be rejected.Evidence has shown that apart from this fact, managers will prefer to use the method as an initial screening process because it is easy to use and understand by them. One important disadvantage of the method is that it ignores the time value of money. It also ignores profitability of the project but stresses the importance of liquidity. Whether this is an advantage or not will depend on the area of interest to the individual concerned.Discounted Cash Flow (DCF) methodsThe Net Present Value (NPV) and Internal Rate of Return (IRR) are the two investment appraisal methods under DCF. Let us now describe and comment upon the two methods.Net Present Value (NPV) MethodOf all the investment appraisal methods, NPV is often argued to be the most superior. This is because it takes into account the time value of money. The method assumes that a pound today is worth more than a pound this time next year. It works under the assumption that if one is owed a pound and the borrower offers a choice of either giving the pound now or in a year?s time, the more rational option for the lender is to take the pound now. Provided the lender does not keep the pound under his mattress at home, it will be worth more than a pound in a year?s time. The reverse is true if the borrower has the option topay either now or in a year?s time, the borrower would choose to pay in the future as the pound he/she pays in the future will be worth less than what he/she would have paid now. It stresses that future cash flows should be expressed in terms of what they are worth now when cash is expended on the project. The present values of these future cash flows can then be compared with what we are spending now on the project. In other words, the NPV is saying that one should compare like with like, which of course is a fair statement. By setting the future cash inflows from the project without discounting them against the initial capital cost, one is not being realistic and fair.When present values of cash outflows and inflows are compared, if the result gives a positive NPV, then the project should be recommended. In a mutually exclusive situation, that is, when you can only undertake one project and not two projects at the same time, if two projects were to give positive NPVs, then the project with the higher NPV is the one to recommend.更多ACCA资讯请关注高顿ACCA官网:。

2015年ACCA考试F9 新增知识点

2015年ACCA考试F9 新增知识点

ACCA F9 新增知识点《中小企业的企业融资-Business finance for SMEs》Prior to considering some of the finance sources available to small and medium-sized enterprises (SMEs) we should first consider what we mean by SMEs, why they are important, and why they often find raising finance difficult. In this article, we consider potential finance sources that an SME could use. There will be a particular focus on the more modern sources of crowdfunding and supply chain financing that have been introduced to the F9 syllabus and are examinable from September 2015. Finally, we will consider how, and why, governments often try to assist the SME sector.What is an SME?It is generally accepted that an SME is something larger than those businesses that are fundamentally a vehicle for the self-employment of their owner. Equally an SME is unlikely to be listed on any stock exchange and is likely to be owned by a relatively small number of shareholders. Indeed, very often the majority of the shareholders come from one extended family. Hence the term SME covers a very wide range of businesses.Why are SMEs important?As we have just seen, the term SME covers a very wide range of businesses. As a result, the SME sector as a whole is very important to the economies of many countries. Estimates vary widely but within the UK, SMEs probably account for about half of employment and half of national income, and hence are of great importance.As SMEs are relatively small they are often more flexible and quicker to innovate than larger companies. Indeed, SMEs are often thought to be better at embracing new trends and technologies. Obviously it is important to any economy that this occurs. One consequence for some successful SMEs is that they are acquired by a larger company with the financial resources to fully exploit the potential of what the SME has developed. When this happens the SME sector has provided a useful service as it has helped a larger company to innovate and continue its success into the future.In economies, such as the UK, where manufacturing industry has declined as a proportion of total economic activity and the service sector has become increasingly important, the SME sector is likely to continue to grow. This is because, in the service sector, economies of scale are normally less important than they are in manufacturing. Hence, within the growing service sector it is easier for SMEs to survive and flourish. Finally, it is important that SMEs can flourish as potentially a number of the SMEs of today could be the bigger companies of tomorrow.Why do SMEs find raising finance difficult?The directors of SMEs often complain that the lack of finance stops them growing and fully exploiting profitable investment opportunities. This gap between the finance available to SMEs and the finance that they could productively use is often known as the ‘funding or financing gap’. As advisers to SMEs it is important that we understand why this gap occurs.The first thing to understand is that there is a limited supply of funds from investors. Once potential investors have satisfied their need and desire to spend and have paid their tax there is often little left over to be invested. An additional issue at the current time in the UK is that the returns available to investors on a typical deposit account are so low that investment does not seem attractive.Equally there is a competitive market for the limited supply of investors’funds. Governments and larger companies have a great appetite for the funds available and, hence, the SME sector can be squeezed out.The SME sector tends to suffer because SMEs are viewed as a less attractive investment opportunity than many others due to the high levels of uncertainty and risk they are perceived to have. This perception of risk is due to a number of reasons including:SMEs often have a limited track record in raising investment and providing suitable returns to their investorsSMEs often have non-existent or very limited internal controlsSMEs often have few external controls. For instance they are unlikely to be abiding by the rules of any stock exchange and due to their size they are unlikely to attract much press scrutiny. Indeed, in the UK many SMEs are no longer required to have their annual accounts auditedSMEs often have one dominant owner-manager whose decisions may face little questioningSMEs often have few tangible assets to offer as security.As a result of the above, investors are nervous of investing in SMEs as they are concerned about how their funds might be used and the returns that they might get. Hence, the easiest thing for an investor is to decline any opportunity to invest in an SME, especially when there are so many other investment opportunities available to them.Accountants can do little to alter the supply of funds or the competitive market for those funds, but can assist by showing how an SME could reduce the level of risk it is perceived to have, thereby improving its ability to raise finance. For instance, SMEs that can show that they have treated earlier investors well, have adopted some key internal controls, and have a rigorous and documented approach to decision making are more likely to be attractive to investors.What are the potential sources of finance for SMEs?In reality there are quite a few potential sources of finance for SMEs. However, many of them have practical problems that may limit their usefulness. Some key sources and their limitations are briefly described below. Crowdfunding and supply chain financing are then considered in more detail.The SME owner, family and friendsThis is potentially a very good source of finance because these investors may be willing to accept a lower return than many other investors as their motivation to invest is not purely financial. The key limitation is that, for most of us, the finance that we can raise personally, and from friends and family, is somewhat limited.The business angelA business angel is a wealthy individual willing to take the risk of investing in SMEs. One limitation is that these individuals are not common and are very often quite particular about what they are prepared to invest in. Once a business angel is interested they can become very useful to the SME, as they will often have great business acumen themselves and are likely to have many useful contacts. Trade creditSMEs, like any company, can take credit from their suppliers. However, this is only short-term and, indeed, if their suppliers are larger companies who have identified them as a potentially risky SME the ability to stretch the credit period may be limited.Factoring and invoice discountingBoth of these sources of finance effectively let a company raise finance against the security of their outstanding receivables. Again, this finance is only short-term and is often more expensive than an overdraft. However, one of the features of these sources of finance is that, as an SME grows, their outstanding receivables will grow and so the amount they can borrow from their factor or from invoice discounting will also grow. Hence, factoring and invoice discounting are two of the very limited number of finance sources which grow automatically as the business grows.LeasingLeasing assets rather than buying them is often very useful for an SME as it avoids the need to raise the capital cost. However, leasing is only really possible on tangible assets such as cars, machines, etc.Bank financeBanks may be willing to provide an overdraft of some sort and may be willing to lend in the long term where that lending can be secured on major assets such as land and buildings. However, raising medium-term finance to fund operations is often more difficult for SMEs as banks are traditionally rather conservative. This is understandable as the loss on one defaulted loan requires many good loans to recover that loss. Hence, many SMEs end up financing medium-term, and potentially longer-term assets, with short-term finance such as an overdraft. This is poor matching and very much less than ideal. This issue is often known as the ‘maturity gap’as there is a mismatch of the maturity of the assets and liabilities within the business.Furthermore, banks will often require personal guarantees from the owner-manager of the SME, which means the owner-manager has to risk his personal wealth in order to fund the company.The venture capitalistA venture capitalist company is very often a subsidiary of a company that has significant cash holdings that they need to invest. The venture capitalist subsidiary isa high-risk, potentially high-return part of their investment portfolio. Hence, many banks will have venture capitalist subsidiaries. In order to attract venture capital funding an SME has to have a business idea that may create the high returns the venture capitalist is seeking. Hence, for many SMEs, operating in regular business, venture capitalist financing may not be possible. Furthermore, a venture capitalist rarely wants to remain invested in the long term and, hence, any proposal to them must show how they will be able to ‘exit’or release their value after a number of years. This is often done by selling the company to a bigger company operating in the same trade or by growing the company to such a size that a stock exchange listing is possible.ListingBy achieving a listing on a stock exchange an SME would become a quoted company and, hence, raising finance would become less of an issue. However, before a listing can be considered the company must grow to such a size that a listing is feasible. Many SMEs can never hope to achieve this.Supply chain financingIn supply chain financing (SCF) the finance follows the value as it moves through the supply chain. SCF is relatively new and is different to traditional working capital financing methods, such as factoring or offering settlement discounts, because it promotes collaboration between buyers and sellers in the supply chain. Traditionally there was competition as the buyer wanted to take extended credit, and the seller wanted quick payment. SCF works very well where the buyer has a better credit rating than the seller.ExampleCompany A (which has an A+ credit rating) buys goods from Company B(which has a B+ credit rating). Co B has agreed to give Co A 30 days credit.Co B invoices Co A.Co A approves the invoice.Co A is expected to pay the amount due to its financial institution –‘Bank C’–in 30 days at which point the funds are immediately remitted to Co B.However, Co B can request the funds from Bank C prior to the due date. If they do this they receive the payment less a suitable discount. This discount is likely to be less than the discount charged if Co B used traditional factoring or invoice discounting. This is because they are using Bank C (Co A’s financial institution) and benefit from Co A’s higher credit rating as the debt is the debt of Co A, and by approving the invoice Co A has confirmed this.Equally, if Co A wants to delay payment beyond the 30-day point, then it can do so. However, when Co A does finally pay Bank C some interest will be due. Obviously this interest charge reflects the credit rating of Co A.Technological solutions are used in order to efficiently link the buyer, the seller and the financial institution. These technological solutions effectively automate the business and financial process from initiation to completion.SCF can bring considerable benefit and can cover more than one step in the supply chain. It is perhaps of most benefit where considerable value is constantly moving through the supply chain, such as occurs in the automotive trade. SCF is only currently used in a relatively small proportion of companies, but its use is expected to grow significantly. As with factoring and invoice discounting, this source of finance is only short term in nature.Obviously, SCF could be of great help to SMEs that are supplying larger companies, or even the suppliers of larger companies, with a good credit rating. As the technological solutions required to make SCF work become more widespread and SCF grows, more and more SMEs are likely to benefit.CrowdfundingCrowdfunding involves funding a venture by raising finance from a large number of people (the crowd) and is very often achieved over the internet. Crowdfunding has grown rapidly and in 2013 it has been estimated that over US$5bn was raised worldwide through crowdfunding. There are now in excess of 500 crowdfunding platforms on the internet and over 400 crowdfunding campaigns are launched every day.The internet platforms are set up and run by moderating organisations who bring together the project initiator with the idea, and those organisations and individuals who are willing to support the idea. Different platforms have different policies with regard to assessing the ideas seeking support and checking those willing to provide the finance. Hence, great care is needed when using these platforms.Finance provided by crowdfunding may be invested in the debt or the equity of the ventures seeking the finance. Some crowdfunding is done on a ‘keep it all’basis where any funds raised are kept by the recipient, whereas some is done on an ‘all or nothing basis’where the recipient only receives the funds if the total required to fund the particular project is raised within a given time frame. The crowdfunding platform takes a fee, which is often a percentage of the amount raised.A feature of crowdfunding is that it lets people search for and invest in ideas and projects that they have an interest or a belief in. Hence, these investors are sometimes willing to take bigger risks and/or accept lower returns than would be usual.A further feature is that, just as in a real crowd, there is potential for interaction within the crowd. Hence, keen supporters of a particular idea will very often encourage others to participate.Early crowdfunding campaigns very often focused on the arts such as funding for bands and films. However, all sorts of ideas have now been funded in this way and there has been much focus on innovation and new technology.Crowdfunding has the potential to be very beneficial to SMEs. It allows them to contact and appeal directly to investors, who may be willing to take the risk involved in funding the new technologies and innovations, which SMEs are often so good at producing.Why and how do governments help finance SMEs?Governments are often keen to assist as to the extent that SMEs are unable to raise finance for their profitable projects, investment opportunities are potentially lost and, hence, national wealth is lower than it could be. Additionally, governments are keen to support innovation, which is one area where SMEs often excel, and are keen to support the growth of SMEs as this boosts employment.A number of key ways governments assist include the following:Providing grants.Providing tax breaks –for instance, tax incentives may be available to those willing to take the risk of investing in SMEs.Providing advice –for instance, in Scotland there is a government-funded organisation known as ‘Business Gateway’, which provides assistance to those setting up and running a business, including advice on raising finance. Guaranteeing loans –for instance, for a small fee from the SME, a large proportion of any loan advanced by a bank is guaranteed by the government. As this significantlyreduces the risk to the bank, they are potentially more willing to lend. In the UK this is currently called the ‘Enterprise Finance Guarantee’scheme.Providing equity investment –many countries have government-backed venture capital organisations that are willing to invest in the equity of SMEs. This is often done on a matching basis, where the organisation will match any equity investment raised from other sources. In the UK this is done through ‘Enterprise Capital Funds’, while in the US there is the ‘Small Business Investment Company’programme.ConclusionThis article has hopefully raised your awareness of the issues that SMEs face with regard to raising finance, and how as accountants and advisers we can assist them in their search for finance.William Parrott, freelance FM tutor and senior FM tutor, MAT Uganda。

2015年ACCA考试《F9财务管理》辅导资料(8)

2015年ACCA考试《F9财务管理》辅导资料(8)

2015年ACCA考试《F9财务管理》辅导资料(8)本文由高顿ACCA整理发布,转载请注明出处by John Richard Edwards01 Oct 2000The merits of cash based financial reporting ? for example,it is based principally on facts rather than problematic accounting measurements ? have been known for many years. However,it was not until 1990 (revised 1996) that the Accounting Standards Board made the publication of Cash Flow Statements (FRS 1) a standard requirement for UK companies. FRS 1 tells us that the ?cash flow statement in conjunction with a profit and loss account and balance sheet provides information on financial position and performance as well as liquidity,solvency and financial adaptability?. Wise words,but what do they mean?The usefulness of financial statements is enhanced by an examination of the relationship between them; also by comparisons with previous time periods,other entities and expected performance. Value can be further added through the calculation and interpretation of accounting ratios. An examination of accounting textbooks and the pages of accounting periodicals reveals an enthusiasm for rehearsing the potential of ?accounting ratios? demonstrated through calculations of the net profit margin,return on capital employed,current ratio and a host of other ?traditional? measures based on the contents of the profit and loss and balance sheet. But what about the cash flow statement? We have seen that its publication was required by the ASB in order to improve the informative value of published financial information. Indeed,some say it is the most important financial statement. One based on ?hard facts? which has helped prevent financial machinations such as those that are believed to have occurred at companies such as Polly Peck in the 1980s.The lack of attention to cash flow-based ratios in accounting textbooks is particularly surprising given their acknowledged role in credit rating assessments and in the prediction of corporate failure.In these and other contexts,the traditional ratios suffer from the same defect as the financial statements (the profit and loss account and balance sheet) on which they are based. Such ratios are the result of comparing figures which have been computed using accounting conventions and ?guestimations?. Given the difficulty of deciding the length of the period over which a fixed asset should be written off,whether the tests whichjustify the capitalisation of development expenditure have been satisfied,the amount of the provision to be made for claims under a manufacturer?s twelve month guarantee (to give just a few examples),ratios based on such figures are also bound to have limited economic significance. This is not to suggest that the traditional ratios are irrelevant. Clearly this is not so,as they reveal important relationships and trends that are not apparent from the examination of individual figures appearing in the accounts. However,given the fact that cash flow ratios contain at least one element that is factual (the numerator,the denominator or both),their lack of prominence in the existing literature is puzzling.Some recognition of cash flow ratiosThe importance of cash flow ratios was dramatically demonstrated,early on,by W.H. Beaver whose 1966 study showed that the most effective predictor of corporate failure was the ratio of cash flow to total debt. Indeed,one of his most surprising findings was that the current ratio proved to be one of the least useful ratios in predicting impending collapse. The importance of cash as an indicator of continuing financial health should not be surprising in view of its crucial role within the business. Colourfully described as a company?s ?life-blood?,a strong cash flow will enable a business to recover from temporary financial problems whereas future negative cash flow will cause even an apparently sound enterprise to move towards liquidation. Expressing the importance of cash differently:a company which descends into a loss-making position often succeeds in making a comeback; one which runs out of cash is unlikely to have a second chance.Another US-based writer,Yuji Ijiri,has noted the paradox between the way in which investment decisions are made by business and other entities and the way in which the results of those decisions are evaluated. The principal focus for informed investment decisions is cash flows,whether the capital project appraisal method is ?payback? or one of the more sophisticated discounted cash flow-based techniques,namely ?net present value? and ?internal rate of return?. Turning to performance evaluation,however,the emphasis usually shifts to techniques such as return on investment.The inconsistency between the two approaches is highlighted by the use of depreciation cost allocation for computing ROI; a calculation which has no place whatsoever in the above project appraisal methods. Ijiri persuasively argues,therefore,the importance of making project appraisal and performance evaluation consistent· ratios which link the cash flow statement with the two other principal financial statements;· ratios and percentages based entirely on the contents of the cash flow statement.To illustrate the calculations,the results of Tamari plc for 1998 and 1999 appear in Figure 1. For each ratio is presented both the calculation and a discussion of its significance. Inevitably,there will be some overlap in the messages conveyed by the various ratios presented. This may be due to similarities in the nature of the calculations or to the fact that the results of just one company are used for illustration purposes. The application of the same ratios to different financial facts might well yield additional valuable insights.Ratios which link the cash flow statement with the two other principal financial statementsCash flow from operations to current liabilitiesCash flow from operations to current liabilities= Net cash flow from operating activities x 100Average current liabilitiesWhere:Net cash flow from operating activities is taken directly from the cash flow statement published to comply with FRS 1. Average current liabilities are computed from the opening and closing balance sheet.This ratio examines the liquidity of the company by providing a measure of the extent to which current liabilities are covered by cash flowing into the business from normal operating activities. The ratio is thought to possess some advantage over balancesheet-based ratios such as the liquidity ratio as a measure of short-term solvency. This is because balance sheet ratios are based on a static positional statement (the ?instantaneous financial photograph?) and are therefore subject to manipulation by,for example,running down stock immediately prior to the year end and not replacing it until the next accounting period. Balance sheet based ratios may alternatively be affected by unusual events which cause particular items to be abnormally large or small. In either case,the resulting ratios will not reflect normal conditions.Cash recovery rateCash recovery rate (CRR)=Cash flow from operations x 100Average gross assetsWhere:Cash flow from operations is made up of ?net cash flow from operating activities? together with any proceeds from the disposal of long-term assets. Gross assets is the average gross value of the entity?s assets.Assets are required to generate a return which is ultimately,if not immediately,in the form of cash. The CRR is,therefore,a measure of the rate at which the company recovers its investment in fixed assets. The quicker the recovery period,the lower the risk. You may have noticed that the CRR is thus the reciprocal of the pay back period used for capital project appraisal purposes assuming projects have equal (or roughly equal) annual cash flows.Cash flow per shareCash flow per share =Cash flowWeighted average no. of sharesRatios which link the cash flow statement with the two other principal financial statementsCash flow from operations to current liabilitiesCash flow from operations to current liabilities= Net cash flow from operating activities x 100Average current liabilitiesWhere:Net cash flow from operating activities is taken directly from the cash flow statement published to comply with FRS 1. Average current liabilities are computed from the opening and closing balance sheet.This ratio examines the liquidity of the company by providing a measure of the extent to which current liabilities are covered by cash flowing into the business from normal operating activities. The ratio is thought to possess some advantage over balancesheet-based ratios such as the liquidity ratio as a measure of short-term solvency. This is because balance sheet ratios are based on a static positional statement (the ?instantaneous financial photograph?) and are therefore subject to manipulation by,for example,running down stock immediately prior to the year end and not replacing it until the next accounting period. Balance sheet based ratios may alternatively be affected by unusual events which cause particular items to be abnormally large or small. In either case,the resulting ratios will not reflect normal conditions.Cash recovery rateCash recovery rate (CRR)=Cash flow from operations x 100Average gross assetsWhere:Cash flow from operations is made up of ?net cash flow from operating activities? together with any proceeds from the disposal of long-term assets. Gross assets is the average gross value of the entity?s assets.Assets are required to generate a return which is ultimately,if not immediately,in the form of cash. The CRR is,therefore,a measure of the rate at which the company recovers its investment in fixed assets. The quicker the recovery period,the lower the risk. You may have noticed that the CRR is thus the reciprocal of the pay back period used for capital project appraisal purposes assuming projects have equal (or roughly equal) annual cash flows.Cash flow per shareCash flow per share =Cash flowWeighted average no. of shares更多ACCA资讯请关注高顿ACCA官网:。

ACCA F9 FM Financial Management (FM) 全套笔记大合集

ACCA F9 FM Financial Management (FM) 全套笔记大合集

ACCA F9 FM Financial Management (FM)全套笔记大合集ACCA F9 FM Financial Management全套笔记大合集今天我整理了之前发布的F9笔记,合并成一篇文章,并修改了一些错误和格式问题。

Part A:财务管理和财务目标1.三个关键决策1)投资资本资产(考虑回报和风险)营运资本(平衡破产风险和资金成本)2)融资(需要总融资额,内部和外部融资,债务和股权,长期和短期)3)股利决策(是否派发股利,派发多少,以何种形式,影响因素包括盈利能力,现金流,增长,法律限制和股东期望)2.公司目标财务目标1)股东财富最大化(最基本和首要的目标)2)利润最大化股东财富最大化与利润最大化的不同之处包括长期和短期问题,收益质量,利润并不等于现金3)每股收益增长4)其他财务目标例如,公司杠杆水平的限制,利润留存,运营盈利目标)非财务目标市场份额增加是非财务目标3.利益相关者___ the interests of the principal and agent do not align。

This issue is ___.___ and control in a company can lead to conflicts of interest een managers ___ are one way to address this problem。

as theycan help to align the interests of the two ___。

___.One of these factors is the time horizon of the managers。

Managers may be more focused on short-term gains rather thanlong-term growth。

which can lead to a misalignment of ___。

2015年ACCA考试《F9财务管理》辅导资料(15)

2015年ACCA考试《F9财务管理》辅导资料(15)

2015年ACCA考试《F9财务管理》辅导资料(15)本文由高顿ACCA整理发布,转载请注明出处ConclusionThe purpose of the cash flow statement is to improve the informative value of published financial reports. The lack of prominence given to cash flow-based accounting ratios as a means of improving the interpretative value of this data is particularly surprising given the enormous amount of space usually devoted to traditional accounting ratios in text books on financial accounting,management accounting and corporate finance. This article has demonstrated the contribution of three types of percentages and ratios:ratios to link the cash flow statement with key related items appearing in the balance sheet; the expression of each item in the cash flow statement as a percentage of net cash flow from operating activities; and the calculation of ratios to explore the inter-relationship between items within the cash flow statement.As usual,it should be noted that different ratios are expressed in different ways,as percentages,as multiples,or in pence,as well as in the classic form.The interpretative value of individual ratios will depend upon the nature of the financial developments at a particular business. Given the content of Figure 1,for example,the cash flow per share (version I) ratio was not seen to possess any interpretative value and was not calculated. It is also the case that the messages conveyed by certain ratios may be similar for a particular company covering a particular year,but in a different time and place the same ratios may yield different insights.Finally,one must remember the importance of not attaching too much weight to any single ratio but to use a representative range of ratios (including cash flow ratios!) to build up a meaningful business profile.Debtor managementby Malcolm Anderson01 May 2000One year after The Late Payment of Commercial Debts (Interest) Act 1998 was passed,market information specialists,Experian,recently reported that British companies are now taking two days longer to settle their bills with suppliers than before the legislation was introduced. The average time taken to pay for credit purchases by British companies is now 74 days. Although the 1998 legislation enables companies employing fewer than 50 staff to levy an 8% interest charge above the base rate on late-paying larger clients,few have done so in fear of alienating the enterprises on whom they frequently so heavily rely. The study also found that most large businesses now insist on a 60-day payment period. Reliant upon cash from trade debtors to pay suppliers,wages and other costs,the failure to receive the amounts owing from credit customers on the due dates creates enormous problems for businesses in paying their own way. This article reviews the major considerations at each stage of the credit management process and concludes with an illustration of how factoring can benefit companies suffering from late-paying customersAssessing the credit worthiness of customersBefore extending credit to a customer,a supplier should analyse the five Cs of credit worthiness,which will provoke a series of questions. These are:· Capacity will the customer be able to pay the amount agreed within the allowable credit period? What is their past payment record? How large is the customer's busiCapital ? what is the financial health of the customer? Is it a liquid and profitable concern,able to make payments on time?· Character do the customers? management appear to be committed to prompt payment? Are they of high integrity? What are their personalities like?· Collateral what is the scope for including appropriate security in return for extending credit to the customer?· Conditions what are the prevailing economic conditions? How are these likely to impact on the customer?s ability to pay promptly?Whilst the materiality of the amount will dictate the degree of analysis involved,the major sources of information available to companies in assessing customers? credit worthiness are:· Bank references. These may be provided by the customer?s bank to indicate their financial standing. However,the law and practice of banking secrecy determines the way in which banks respond to credit enquiries,which can render such references uninformative,particularly when the customer is encountering financial difficulties.· Trade references. Companies already trading with the customer may be willing to provide a reference for the customer. This can be extremely useful,providing that the companies approached are a representative sample of all the clients? suppliers. Such references can be misleading,as they are usually based on direct credit experience and contain no knowledge of the underlying financial strength of the customer.· Financial accounts. The most recent accounts of the customer can be obtained either direct from the business,or for limited companies,from Companies House. While subject to certain limitations (encountered in paper 1),past accounts can be useful in vetting customers. Where the credit risk appears high or where substantial levels of credit are required,the supplier may ask to see evidence of the ability to pay on time. This demands access to internal future budget data.· Personal contact. Through visiting the premises and interviewing senior management,staff should gain an impression of the efficiency and financial resources of customers and the integrity of its management.· Credit agencies. Obtaining information from a range of sources such as financial accounts,bank and newspaper reports,court judgements,payment records with other suppliers,in return for a fee,credit agencies can prove a mine of information. They will provide a credit rating for different companies. The use of such agencies has grown dramatically in recent years.· Past experience. For existing customers,the supplier will have access to their past payment record. However,credit managers should be aware that many failing companies preserve solid payment records with key suppliers in order to maintain supplies,but they only do so at the expense of other creditors. Indeed,many companies go into liquidation with flawless payment records with key suppliers.· General sources of information. Credit managers should scout trade journals,business magazines and the columns of the business press to keep abreast of the key factors influencing customers' businesses and their sector generally. Sales staff who have their ears to the ground can also prove an invaluable source of information.更多ACCA资讯请关注高顿ACCA官网:。

2015年ACCA考试《F9财务管理》辅导资料(11)

2015年ACCA考试《F9财务管理》辅导资料(11)

2015年ACCA考试《F9财务管理》辅导资料(11)本文由高顿ACCA整理发布,转载请注明出处The equivalent annual cost (EAC) approachThis approach computes the present value of costs for each project over a cycle and then expresses the present value in an annual equivalent cost using the appropriate annuity factors for each cycle. The annual equivalent of NPVs of the two or more projects can then be compared. Having calculated the EAC for each cycle and each project,then compare the EACs. The project that has the lowest EAC over the cycles is the better one if lowest outlay is the objective or the higher EAC would be preferred if the highest revenue were the objective.Infinite re-investment approachThis approach is appropriate when projects of unequal lives and unequal risks are being considered. The first step to take will be to establish the net present value of the projects in the normal way and then calculate the net present value of projects to infinity using the formula:NPV ? = NPV of project/PV of annuity for the life of project at discount rateDiscount rate for the projectThe project,which has the highest NPV to infinity,is the one to recommendProject appraisal under inflationInflation is a state of affairs under which prices are constantly rising. When this happens the purchasing power of money depreciates. The currency will buy fewer goods and services than previously and consequently the real returns on investments will fall. Investors understandably,will expect to be compensated for the fall in the value of money during inflation. When appraising investment opportunities the appraiser requires an understanding of three discount rates. These are Money Rates,Real Rates and Inflation Rates. Money rate (also known as Nominal rate) is a combination of the real rate and inflation rate and should be used to discount money cash flows. If on the other hand youwere given real cash flows these must be discounted using the real discount rates. In order to be able to use either of these two rates,you need to know how to calculate both of them. They can be calculated from the following formula,devised by Fisher1 + m =(1 + r) x (1 + i)Where:m = money rater = real ratei = inflation rateFrom the above formula it is possible to calculate m,r and i if you were given information about two of the three variables. For example if you were told that the money rate was 20% and real rate was 12% the inflation rate will be calculated as follows:i =1 + m ? 11 + ri =1 + 0.20? 11 + 0.12i =1.0714?= 7.14%Equally m and r could be calculated as follows.m =(1.12 x 1.0714) ? 1(1.19999) ? 120%r =1.20? 11.07142015年ACCA考试《F9财务管理》辅导资料(11) ACCA考试,ACCA题库,ACCA辅导资料The equivalent annual cost (EAC) approachThis approach computes the present value of costs for each project over a cycle and then expresses the present value in an annual equivalent cost using the appropriate annuity factors for each cycle. The annual equivalent of NPVs of the two or more projects can then be compared. Having calculated the EAC for each cycle and each project,then compare the EACs. The project that has the lowest EAC over the cycles is the better one if lowest outlay is the objective or the higher EAC would be preferred if the highest revenue were the objective.Infinite re-investment approachThis approach is appropriate when projects of unequal lives and unequal risks are being considered. The first step to take will be to establish the net present value of the projects in the normal way and then calculate the net present value of projects to infinity using the formula:NPV ? = NPV of project/PV of annuity for the life of project at discount rateDiscount rate for the projectThe project,which has the highest NPV to infinity,is the one to recommendProject appraisal under inflationInflation is a state of affairs under which prices are constantly rising. When this happens the purchasing power of money depreciates. The currency will buy fewer goods and services than previously and consequently the real returns on investments will fall. Investors understandably,will expect to be compensated for the fall in the value of money during inflation. When appraising investment opportunities the appraiser requires an understanding of three discount rates. These are Money Rates,Real Rates and Inflation Rates. Money rate (also known as Nominal rate) is a combination of the real rate andinflation rate and should be used to discount money cash flows. If on the other hand you were given real cash flows these must be discounted using the real discount rates. In order to be able to use either of these two rates,you need to know how to calculate both of them. They can be calculated from the following formula,devised by Fisher1 + m =(1 + r) x (1 + i)Where:m = money rater = real ratei = inflation rateFrom the above formula it is possible to calculate m,r and i if you were given information about two of the three variables. For example if you were told that the money rate was 20% and real rate was 12% the inflation rate will be calculated as follows:i =1 + m ? 11 + ri =1 + 0.20? 11 + 0.12i =1.0714?= 7.14%Equally m and r could be calculated as follows.m =(1.12 x 1.0714) ? 1(1.19999) ? 120%r =1.20? 11.071412%When the appropriate discount rate has been established the present value factors of this rate at different time periods can be obtained from the present value table or the present value factors calculated using the following formula:11111(1+r)(1+r)2(1+r)3(1+r)4(1+r)5?etcWhere r = discount rate.Present value tables are only available for whole numbers,so if your r is not a whole number you will have to use the formula to calculate the required present value factors. Let us calculate for example the present value factors of 7.14% for years 1 to 5.11111(1.0714)(1.0714) 2(1.0714) 3(1.0714) 4(1.0714)5?etc0.9330.8710.8130.7590.708Having either obtained or calculated the present value factors for the relevant discount rates,these are then used to discount the future cash flows to give the net present values of the projects. It is important to understand when to use which rate. If the question gives you money cash flows,then use the money rate; if the question gives real cash flow it follows then that the real rate must be used. To confuse one with the other would give the wrong answer.12%When the appropriate discount rate has been established the present value factors of this rate at different time periods can be obtained from the present value table or the present value factors calculated using the following formula:11111(1+r)(1+r)2(1+r)3(1+r)4(1+r)5?etcWhere r = discount rate.Present value tables are only available for whole numbers,so if your r is not a whole number you will have to use the formula to calculate the required present value factors. Let us calculate for example the present value factors of 7.14% for years 1 to 5.11111(1.0714)(1.0714) 2(1.0714) 3(1.0714) 4(1.0714)5?etc0.9330.8710.8130.7590.708Having either obtained or calculated the present value factors for the relevant discount rates,these are then used to discount the future cash flows to give the net present values of the projects. It is important to understand when to use which rate. If the question gives you money cash flows,then use the money rate; if the question gives real cash flow it follows then that the real rate must be used. To confuse one with the other would give the wrong answer.更多ACCA资讯请关注高顿ACCA官网:。

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2015年ACCA考试《F9财务管理》辅导资料(2)
本文由高顿ACCA整理发布,转载请注明出处
Payback method
The payback method is used to determine how long it will take for future cash inflows from the project to equal the initial cost of the project. The method as the name implies establishes the payback period of each project. As the method stands, the shorter the payback period the better. It is often argued that industries where products get outdated quickly such as fashion and computers will prefer to use the payback method. The reason being that it is critical that the initial cost of the project is recovered quickly. In any case, most organisations have a set of standard payback periods for each investment project. They will in most cases compare the payback period from each investment project with the pre-determined payback period. Any project that falls short of the standard payback period will be rejected.
Evidence has shown that apart from this fact, managers will prefer to use the method as an initial screening process because it is easy to use and understand by them. One important disadvantage of the method is that it ignores the time value of money. It also ignores profitability of the project but stresses the importance of liquidity. Whether this is an advantage or not will depend on the area of interest to the individual concerned.
Discounted Cash Flow (DCF) methods
The Net Present Value (NPV) and Internal Rate of Return (IRR) are the two investment appraisal methods under DCF. Let us now describe and comment upon the two methods.
Net Present Value (NPV) Method
Of all the investment appraisal methods, NPV is often argued to be the most superior. This is because it takes into account the time value of money. The method assumes that a pound today is worth more than a pound this time next year. It works under the assumption that if one is owed a pound and the borrower offers a choice of either giving the pound now or in a year?s time, the more rational option for the lender is to take the pound now. Provided the lender does not keep the pound under his mattress at home, it will be worth more than a pound in a year?s time. The reverse is true if the borrower has the option to
pay either now or in a year?s time, the borrower would choose to pay in the future as the pound he/she pays in the future will be worth less than what he/she would have paid now. It stresses that future cash flows should be expressed in terms of what they are worth now when cash is expended on the project. The present values of these future cash flows can then be compared with what we are spending now on the project. In other words, the NPV is saying that one should compare like with like, which of course is a fair statement. By setting the future cash inflows from the project without discounting them against the initial capital cost, one is not being realistic and fair.
When present values of cash outflows and inflows are compared, if the result gives a positive NPV, then the project should be recommended. In a mutually exclusive situation, that is, when you can only undertake one project and not two projects at the same time, if two projects were to give positive NPVs, then the project with the higher NPV is the one to recommend.
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