公司理财(双语)overview
《公司理财》斯蒂芬A罗斯英文》PPT课件讲义
5.1 Definition and Example of a Bond
• A bond is a legally binding agreement between a borrower and a lender: – Specifies the principal amount of the loan. – Specifies the size and timing of the cash flows:
• In dollar terms (fixed-rate borrowing) • As a formula (adjustable-rate borrowing)
5.1 Definition and Example of a Bond
• Consider a U.S. government bond listed as 6 3/8 of December 2009.
N I/Y PV PMT FV
12
5
– 1,070.52
31.875 = 1,000
1,000×0.06375 2
5.3 Bond Concepts
1. Bond prices and market interest rates move in opposite directions.
2. When coupon rate = YTM, price = par value. When coupon rate > YTM, price > par value (premium bond) When coupon rate < YTM, price < par value (discount bond)
公司理财(双语)working capital
Effective annual rate = 1 +
(
discount discounted price
)
365 / extra days credit
- 1
30- 25
Terms of Sale
Example - On a $100 sale, with terms 5/10 net 60, what is the implied interest rate on the credit given?
Current Assets
Long-Term Debt
Fixed Assets 1. Tangible 2. Intangible
How much shortterm cash flow does a company need to pay its bills?
Shareholders’ Equity
30- 17
Working Capital
Shortage Costs - Costs incurred from shortages in current assets.
30- 18
Inventories
As the firm increases its order size, the number of orders falls and therefore the order costs decline. However, an increase in order size also increases the average amount in inventory, so that the carrying cost of inventory rises. The trick is to strike a balance between these two costs.
公司理财英文版精要版第十版教学设计
Corporate Financial Management English Essential Edition 10thEdition Teaching DesignIntroductionCorporate financial management is an essential part of running a successful business. It involves managing and controlling the financial resources of the business to achieve its objectives. The goal of this teaching design isto provide an overview of corporate financial management in English, targeting international students or professionals who seek to improve their financial management skills in a global context.Course ObjectivesThe objectives of this course are to:•Understand the fundamentals of corporate finance in English•Develop financial management skills for strategic decision-making•Provide tools and techniques to analyze and interpret financial statements•Develop an understanding of capital budgeting decisions, risk analysis, and valuation techniques•Enhance students’ ability to communicate financial information in EnglishCourse OutlineModule 1: Introduction to Corporate Finance•Understanding the principles of corporate finance•Building a foundation for financial management•The difference between accounting and finance Module 2: Financial Statements•The importance of financial statements•Examining balance sheets, income statements, and cash flow statements•Analyzing and interpreting financial statements Module 3: Capital Budgeting and Project Analysis•Understanding capital budgeting decisions•Analyzing capital investment decisions•Evaluating project cash flowsModule 4: Risk and Return•Defining risk and return•Analyzing portfolio risk and return•Examining the Capital Asset Pricing Model (CAPM)Module 5: Capital Structure and Valuation•Examining different forms of capital structure•Analyzing the Modigliani-Miller theorem•Valuing financial assets and liabilitiesModule 6: Corporate Financial Policy•Corporate financial policy and decision-making•Examining dividend policy•Analyzing the role of debt financingTeaching MethodsLecture•The instructor will deliver the course content in English through lectures in a classroom setting.Case Study Analysis•The instructor will provide case studies in English for students to analyze and interpret financialinformation in practical scenarios.Group Discussion•Small group discussions will be utilized to encourage students to communicate financial information in English.Guest Speakers•Different industry professionals will be invited as guest speakers to provide diverse perspectives andinsights into corporate financial management in a global context.Assessment and EvaluationMid-term Exam•The mid-term exam will evaluate students’ understanding of the course’s fundamental concepts.Case Analysis Reports•Students will write case analysis reports in English to demonstrate their ability to apply financialmanagement principles in practical scenarios.Group Presentation•The final assessment will require students to deliver a group presentation, evaluating a company’sfinancial performance and providing recommendations forimprovement.ConclusionThe Corporate Financial Management English Essential Edition 10th Edition teaching design provides students withfundamental knowledge and practical skills to better understand corporate finance in an English-speaking global business context. The syllabus is designed to motivate students to develop their abilities in financial management and communication in English. The evaluation methods measure the students’ comprehension and application of the course material to practical scenarios.。
《公司理财》斯蒂芬A.罗斯..,机械工业出版社 英文课件
Dividends Ending market value
Time
0
1 Percentage Returns
–the sum of the cash received and the change in value of the asset divided by the original investment.
9-0
Chapter Nine
Capital Market Theory: Corporate Finance Ross Westerfield Jaffe An Overview
Seventh Edition
9
Seventh Edition
McGraw-Hill/Irwin
Copyright 2004 by The McGraw-Hill Companies, Inc. All rights reserved.
(R1 ++ RT ) R= T
– the standard deviation of those returns
(R1 R)2 + (R2 R)2 +(RT R)2 SD = VAR = T 1
– the frequency distribution of the returns.
McGraw-Hill/Irwin
McGraw-Hill/Irwin
Copyright 2004 by The McGraw-Hill Companies, Inc. All rights reserved.
9-2
9.1 Returns
Dollar Returns
– the sum of the cash received and the change in value of the asset, in dollars.
公司理财(罗斯)第1章(英文
03 Valuation Basis
The concept and significance of valuation
要点一
Definition
Valuation is the process of estimating the worth of an asset or a company, typically through the use of financial metrics and analysis.
The Time Value of Money
公司理财英文版精要版第十版课程设计
公司理财英文版精要版第十版课程设计1. IntroductionThe purpose of this course is to provide students with a comprehensive understanding of corporate finance. This course serves as an introduction to the tools and concepts used in corporate finance, focusing on the decision-making process of managers and the impact of their decisions on the value of the firm.2. Course ObjectivesUpon completion of this course, students will be able to:•Understand the basics of financial statement analysis and the time value of money.•Evaluate investment opportunities and determine the cost of capital.•Measure and manage risks of investments and calculate returns on investment.•Understand how financial markets work and how to finance a firm’s operations.•Understand capital structure decisions and dividend policy.•Understand valuation concepts and learn how to value securities and companies.3. Course OutlineSession 1: Introduction to Corporate Finance•Definition and role of corporate finance•Goal of the firm and agency problems•Financial statements and financial analysisSession 2: Time Value of Money•Basic concepts of time value of money•Present value, future value, and discount rate•Perpetuity and annuitySession 3: Investment Analysis•Capital budgeting and the investment decision process•Net present value (NPV) and internal rate of return (IRR) •Capital budgeting under uncertnty and simulation analysisSession 4: Cost of Capital•WACC (Weighted average cost of capital) and CAPM (Capital asset pricing model)•Estimating cost of equity and cost of debt•Capital structure and financing decisionsSession 5: Risk and Return•Portfolio theory and diversification•Systematic and unsystematic risk•Measures of risk and returnSession 6: Financial Markets•Overview of financial markets and institutions•Role of investment bankers and underwriters•Primary and secondary marketsSession 7: Financial Statements•Income statement, balance sheet, and statement of cash flows •Ratio analysis and financial statement interpretationSession 8: Capital Structure•Debt vs. equity financing•Leverage and financial risk•Optimal capital structure and the trade-off theorySession 9: Dividend Policy•Theories of dividend policy•Dividend vs. share buyback•Factors influencing dividend policy decisionsSession 10: Valuation•Absolute and relative valuation methods•Discounted cash flow models•Valuing debt and equity securities4. Course Textbook•Berk, J., & DeMarzo, P. (2017). Corporate Finance. Boston: Pearson Education.5. Grading Policy•Attendance and Participation: 10%•Homework Assignments: 30%•Midterm Exam: 30%•Final Exam: 30%6. ConclusionThis ten-session course provides students with a solid foundation in corporate finance principles and practices. By the end of this course, students should have developed the analytical skills necessary to evaluate financial decisions and better understand the performance of a firm.。
公司理财英文版
公司理财英文版Company Financial ManagementIntroductionFinancial management is a critical aspect of running a successful business. It involves planning, organizing, controlling, and monitoring the company's financial resources to achieve its objectives. Effective financial management ensures that the company has sufficient funds, optimal utilization of resources, and profitability. This article provides an overview of the key components of company financial management, including financial planning, budgeting, forecasting, cash flow management, and risk management.Financial PlanningFinancial planning is the foundation of effective financial management. It involves assessing the company's current financial position, setting financial objectives, and developing strategies to achieve those objectives. The financial planning process includes analyzing the company's revenue and expenses, cash flow, assets and liabilities, and financial ratios. This analysis helps identify areas of improvement and opportunities for growth.One of the key aspects of financial planning is setting realistic and achievable financial goals. These goals can be short-term or long-term and should align with the company's overall business objectives. Financial goals may include increasing revenue, reducing expenses, improving profitability, or expanding into newmarkets. Setting specific, measurable, attainable, relevant, and time-bound (SMART) goals enhances the effectiveness of financial planning.BudgetingBudgeting is an integral part of financial management as it helps allocate financial resources effectively. A budget is a comprehensive plan that outlines the company's expected revenue and expenses for a specific period, typically a year. It serves as a roadmap for financial decision-making and helps control spending, ensure profitability, and allocate resources efficiently.The budgeting process involves gathering relevant financial data, estimating revenue and expenses, and projecting cash flows. The budget should be realistic, achievable, and aligned with the company's financial goals. It should also be flexible enough to adapt to changing circumstances and market conditions. Regular monitoring and review of the budget help identify variances and take corrective actions if necessary.ForecastingForecasting is an essential component of financial management as it helps anticipate future financial trends and outcomes. It involves analyzing historical data, market trends, and economic indicators to predict the company's financial performance. Forecasting enables companies to make informed decisions, identify potential risks and opportunities, and develop strategies to mitigate risks and exploit opportunities.Cash Flow ManagementCash flow management is crucial for the financial stability and success of a company. It involves monitoring and controlling the company's cash inflows and outflows to ensure sufficient liquidity and meet financial obligations. Effective cash flow management minimizes the risk of cash shortages, improves financial flexibility, and enhances the company's ability to invest in growth opportunities.To manage cash flow effectively, companies need to accurately forecast cash inflows from sales, investments, and financing activities. They also need to monitor and control cash outflows, including payments to suppliers, employee salaries, and loan repayments. Efficient working capital management, such as optimizing inventory levels and extending payment terms with suppliers, can help improve cash flow.Risk ManagementRisk management is an integral part of company financial management. It involves identifying, assessing, and mitigating financial risks that may impact the company's financial stability and performance. Some common financial risks include market risks, credit risks, liquidity risks, and operational risks.To manage financial risks effectively, companies need to develop robust risk management strategies and processes. This includes diversifying investments, hedging against currency or interest ratefluctuations, implementing internal controls and governance structures, and having effective insurance coverage. Regular monitoring and review of risk management strategies help ensure their effectiveness and relevance in the changing business environment.ConclusionEffective financial management is crucial for the success of any company. It involves planning, budgeting, forecasting, cash flow management, and risk management. Financial planning helps set realistic and achievable financial goals, while budgeting allocates financial resources effectively. Forecasting helps anticipate future financial trends and outcomes, and cash flow management ensures sufficient liquidity. Lastly, risk management mitigates financial risks that may impact the company's financial stability and performance. By implementing sound financial management practices, companies can improve profitability, maximize shareholder value, and achieve long-term sustainability.。
公司理财英文版第三版课程设计
公司理财英文版第三版课程设计Introduction:This course is designed to provide a comprehensive understanding of corporate finance to the students. The purpose of this course is to impart knowledge on how to apply financial concepts and techniques to make effective financial decisions in a corporate setting. The course will focus on financial analysis, planning, investment, and financing decisions, along with risk management and financial markets. The course ms to provide a solid foundation for professionals who aspire to be financial analysts, consultants, investment bankers, or entrepreneurs.Course Objectives:•To provide an understanding of corporate finance theories, concepts, and tools.•To help the students learn how to evaluate investment decisions and make effective financial decisions.•To provide students with knowledge about financial analysis and forecasting techniques.•To develop the analytical and critical thinking abilities of the students to enable them to analyze financial data andinterpret financial statements.•To introduce students to the different types of financial markets and products.•To provide an understanding of the risk management techniques used to mitigate financial risks.Course Outline:Week 1: Introduction to Corporate Finance•Overview of corporate finance, and the role of financial managers•Goals and objectives of financial management•Agency theory and corporate governance•Financial markets and financial institutionsWeek 2: Financial Statements Analysis•Understanding the Balance Sheet statement, Income statement, and Cash Flow statement•Ratio analysis and its relevance for financial statements•DuPont analysis of profitabilityWeek 3: Financial Markets and Products•Types of financial markets, Primary and secondary markets•Different financial products (equities, bonds, and derivatives)•Exchange-traded funds (ETFs) and mutual fundsWeek 4: Capital Investment Decisions•Time value of money•Capital budgeting techniques (Net present value, Internal rate of return, and Payback period)•Capital rationingWeek 5: Risk and Return•Types of risk (Systematic and unsystematic risks)•Portfolio theory and asset pricing models•Beta and Cost of equityWeek 6: Financing Decisions•Financial leverage and its implications•Capital structure theories (Trade-off theory, Pecking order theory, and Signaling theory)•Debt and equity financing alternativesWeek 7: Working Capital Management•Nature and importance of working capital•Current assets and current liabilities management•Factors affecting the level of cash holdingsWeek 8: International Finance and Corporate Governance•Globalization and its impact on finance•Translation and transaction exposure•Corporate governance practices and its importanceCourse Evaluation:•Midterm Exam: 20%•Final Exam: 40%•Assignments/ Case studies: 30%•Class participation: 10%Conclusion:The course ms to provide students with a broad understanding of corporate finance, its theories, and practices. This course is suitable for professionals who want to pursue a career in finance or who work in a corporate setting and need to understand financial concepts and techniques used in decision-making. The course will help students develop analytical and critical thinking skills, which will enable them to make effective financial decisions in a corporate environment.。
公司理财(双语)9IssueSecurities
国际证券市场的参与者
发行人
发行人是指在国际证券市场 上发行证券的企业或政府机 构。
投资者
投资者是指购买国际证券市 场的证券的个人或机构，包 括个人投资者、机构投资者 和外国投资者等。
承销商
承销商是指在国际证券市场 上负责承销证券的金融机构 或投资银行。
监管机构
监管机构是指在国际证券市 场上负责监管市场运行和参 与者的机构，如证券交易所、 证券监管机构等。
实施
实施公司理财策略需要建立完善的财务管理体系，明确 各级财务人员的职责和权限，确保理财策略的有效执行 。
公司理财策略的评估与调整
评估
定期评估公司理财策略的效果，通过财务指标、市场 反应等手段，分析策略的实际效果，发现问题并及时 调整。
调整
根据市场环境、企业经营状况等因素的变化，及时调整 公司理财策略，以保持其与企业的实际情况和发展需求 的适应性。
债券的发行与交易
总结词
债券的发行和交易涉及多个环节和参与 者。
VS
详细描述
在发行环节，公司或政府会通过证券承销 商将债券销售给投资者，并支付相应的发 行费用。在交易环节，投资者可以在二级 市场买卖债券，市场上有做市商提供双边 报价，投资者也可以通过经纪商进行买卖 。此外，还有中央证券存管机构对证券进 行托管和清算。
交易所进行，私募则直接向特定投资者销售。
交易场所
02
股票通常在证券交易所进行交易，如纽约证券交易所、香港联
合交易所等。
交易规则
03
股票交易遵循证券交易所的交易规则，包括报价方式、交易时
间、交易数量限制等。
03
债券
债券的定义与特点
总结词
《公司理财》斯蒂芬A.罗斯..,机械工业出版社 英文课件
McGraw-Hill/Irwin
Copyright © 2004 by The McGraw-Hill Companies, Inc. All rights reserved.
5-7
Pure Discount Bonds
Information needed for valuing pure discount bonds:
5-6
5.2 How to Value Bonds
• Identify the size and timing of cash flows. • Discount at the correct discount rate.
– If you know the price of a bond and the size and timing of cash flows, the yield to maturity is the discount rate.
– Time to maturity (T) = Maturity date - today’s date – Face value (F) – Discount rate (r)
$0
0
$0
$0
T 1
$F
T
1
2
Present value of a pure discount bond at time 0:
• To value bonds and stocks we need to:
– Estimate future cash flows:
• Size (how much)ຫໍສະໝຸດ and • Timing (when)
– Discount future cash flows at an appropriate rate:
公司理财(罗斯)第15章(英文
Multinational company capital budget
01
Foreign Project Evaluation
02
Capital Budgeting Decision
Capital Structure Decision
03
04
Divided Policy Decision
Foreign exchange risk management
Corporate Finance (Ross) Chapter 15
目录
• Introduction • Capital Structure and Cost of Capital • Financial stress and financial crisis • Finance of multinational
Bankruptcy or reception
In extreme cases, bankruptcy or reception may be necessary to resolve financial conflicts
Hale Waihona Puke Finance of04 multinational corporations
Master the analysis methods and influencing factors of capital structure decision-making.
Understand the impact of capital structure adjustment on enterprise value and financial condition.
Capital Structure of Multinational Corporations
《公司理财》课后答案(英文版,第六版).doc
Chapter 2: Accounting Statements and Cash Flow2.10AssetsCurrent assetsCash $ 4,000Accounts receivable 8,000Total current assets $ 12,000Fixed assetsMachinery $ 34,000Patents 82,000Total fixed assets $116,000Total assets $128,000Liabilities and equityCurrent liabilitiesAccounts payable $ 6,000Taxes payable 2,000Total current liabilities $ 8,000Long-term liabilitiesBonds payable $7,000Stockholders equityCommon stock ($100 par) $ 88,000Capital surplus 19,000Retained earnings 6,000Total stockholders equity $113,000Total liabilities and equity $128,0002.11One year ago TodayLong-term debt $50,000,000 $50,000,000Preferred stock 30,000,000 30,000,000Common stock 100,000,000 110,000,000Retained earnings 20,000,000 22,000,000Total $200,000,000 $212,000,0002.12Total Cash Flow ofthe Stancil CompanyCash flows from the firmCapital spending $(1,000)Additions to working capital (4,000)Total $(5,000)Cash flows to investors of the firmShort-term debt $(6,000)Long-term debt (20,000)Equity (Dividend - Financing) 21,000Total $(5,000)[Note: This table isn’t the Statement of Cash Flows, which is only covered in Appendix 2B, since the latter has th e change in cash (on the balance sheet) as a final entry.]2.13 a. The changes in net working capital can be computed from:Sources of net working capitalNet income $100Depreciation 50Increases in long-term debt 75Total sources $225Uses of net working capitalDividends $50Increases in fixed assets* 150Total uses $200Additions to net working capital $25*Includes $50 of depreciation.b.Cash flow from the firmOperating cash flow $150Capital spending (150)Additions to net working capital (25)Total $(25)Cash flow to the investorsDebt $(75)Equity 50Total $(25)Chapter 3: Financial Markets and Net Present Value: First Principles of Finance (Advanced)3.14 $120,000 - ($150,000 - $100,000) (1.1) = $65,0003.15 $40,000 + ($50,000 - $20,000) (1.12) = $73,6003.16 a. ($7 million + $3 million) (1.10) = $11.0 millionb.i. They could spend $10 million by borrowing $5 million today.ii. They will have to spend $5.5 million [= $11 million - ($5 million x 1.1)] at t=1.Chapter 4: Net Present Valuea. $1,000 ⨯ 1.0510 = $1,628.89b. $1,000 ⨯ 1.0710 = $1,967.15c. $1,000 ⨯ 1.0520 = $2,653.30d. Interest compounds on the interest already earned. Therefore, the interest earned inSince this bond has no interim coupon payments, its present value is simply the present value of the $1,000 that will be received in 25 years. Note: As will be discussed in the next chapter, the present value of the payments associated with a bond is the price of that bond.PV = $1,000 /1.125 = $92.30PV = $1,500,000 / 1.0827 = $187,780.23a. At a discount rate of zero, the future value and present value are always the same. Remember, FV =PV (1 + r) t. If r = 0, then the formula reduces to FV = PV. Therefore, the values of the options are $10,000 and $20,000, respectively. You should choose the second option.b. Option one: $10,000 / 1.1 = $9,090.91Option two: $20,000 / 1.15 = $12,418.43Choose the second option.c. Option one: $10,000 / 1.2 = $8,333.33Option two: $20,000 / 1.25 = $8,037.55Choose the first option.d. You are indifferent at the rate that equates the PVs of the two alternatives. You know that rate mustfall between 10% and 20% because the option you would choose differs at these rates. Let r be thediscount rate that makes you indifferent between the options.$10,000 / (1 + r) = $20,000 / (1 + r)5(1 + r)4 = $20,000 / $10,000 = 21 + r = 1.18921r = 0.18921 = 18.921%The $1,000 that you place in the account at the end of the first year will earn interest for six years. The $1,000 that you place in the account at the end of the second year will earn interest for five years, etc. Thus, the account will have a balance of$1,000 (1.12)6 + $1,000 (1.12)5 + $1,000 (1.12)4 + $1,000 (1.12)3= $6,714.61PV = $5,000,000 / 1.1210 = $1,609,866.18a. $1.000 (1.08)3 = $1,259.71b. $1,000 [1 + (0.08 / 2)]2 ⨯ 3 = $1,000 (1.04)6 = $1,265.32c. $1,000 [1 + (0.08 / 12)]12 ⨯ 3 = $1,000 (1.00667)36 = $1,270.24d. $1,000 e0.08 ⨯ 3 = $1,271.25e. The future value increases because of the compounding. The account is earning interest on interest. Essentially, the interest is added to the account balance at the e nd of every compounding period. During the next period, the account earns interest on the new balance. When the compounding period shortens, the balance that earns interest is rising faster.The price of the consol bond is the present value of the coupon payments. Apply the perpetuity formula to find the present value. PV = $120 / 0.15 = $800a. $1,000 / 0.1 = $10,000b. $500 / 0.1 = $5,000 is the value one year from now of the perpetual stream. Thus, the value of theperpetuity is $5,000 / 1.1 = $4,545.45.c. $2,420 / 0.1 = $24,200 is the value two years from now of the perpetual stream. Thus, the value of the perpetuity is $24,200 / 1.12 = $20,000.pply the NPV technique. Since the inflows are an annuity you can use the present value of an annuity factor.ANPV = -$6,200 + $1,200 81.0= -$6,200 + $1,200 (5.3349)= $201.88Yes, you should buy the asset.Use an annuity factor to compute the value two years from today of the twenty payments. Remember, the annuity formula gives you the value of the stream one year before the first payment. Hence, the annuity factor will give you the value at the end of year two of the stream of payments.A= $2,000 (9.8181)Value at the end of year two = $2,000 20.008= $19,636.20The present value is simply that amount discounted back two years.PV = $19,636.20 / 1.082 = $16,834.88The easiest way to do this problem is to use the annuity factor. The annuity factor must be equal to $12,800 / $2,000 = 6.4; remember PV =C A T r. The annuity factors are in the appendix to the text. To use the factor table to solve this problem, scan across the row labeled 10 years until you find 6.4. It is close to the factor for 9%, 6.4177. Thus, the rate you will receive on this note is slightly more than 9%.You can find a more precise answer by interpolating between nine and ten percent.[ 10% ⎤[6.1446 ⎤a ⎡r ⎥bc ⎡6.4 ⎪ d⎣9%⎦⎣6.4177 ⎦By interpolating, you are presuming that the ratio of a to b is equal to the ratio of c to d.(9 - r ) / (9 - 10) = (6.4177 - 6.4 ) / (6.4177 - 6.1446)r = 9.0648%The exact value could be obtained by solving the annuity formula for the interest rate. Sophisticated calculators can compute the rate directly as 9.0626%.[Note: A standard financial calculator’s TVM keys can solve for this rate. With annuity flows, the IRR key on “advanced” financial c alculators is unnecessary.]a. The annuity amount can be computed by first calculating the PV of the $25,000 which youThat amount is $17,824.65 [= $25,000 / 1.075]. Next compute the annuity which has the same present value.A$17,824.65 = C 507.0$17,824.65 = C (4.1002)C = $4,347.26Thus, putting $4,347.26 into the 7% account each year will provide $25,000 five years from today.b. The lump sum payment must be the present value of the $25,000, i.e., $25,000 / 1.075 =$17,824.65The formula for future value of any annuity can be used to solve the problem (see footnote 11 of the text).Option one: This cash flow is an annuity due. To value it, you must use the after-tax amounts. Theafter-tax payment is $160,000 (1 - 0.28) = $115,200. Value all except the first payment using the standard annuity formula, then add back the first payment of $115,200 to obtain the value of this option.AValue = $115,200 + $115,200 30.010= $115,200 + $115,200 (9.4269)= $1,201,178.88Option two: This option is valued similarly. You are able to have $446,000 now; this is already on an after-tax basis. You will receive an annuity of $101,055 for each of the next thirty years. Those payments are taxable when you receive them, so your after-tax payment is $72,759.60 [= $101,055 (1 - 0.28)].AValue = $446,000 + $72,759.60 30.010= $446,000 + $72,759.60 (9.4269)= $1,131,897.47Since option one has a higher PV, you should choose it.et r be the rate of interest you must earn.$10,000(1 + r)12 = $80,000(1 + r)12= 8r = 0.18921 = 18.921%First compute the present value of all the payments you must make for your children’s educati on. The value as of one year before matriculation of one child’s education isA= $21,000 (2.8550) = $59,955.$21,000 415.0This is the value of the elder child’s education fourteen years from now. It is the value of the younger child’s education sixteen years from today. The present value of these isPV = $59,955 / 1.1514 + $59,955 / 1.1516= $14,880.44You want to make fifteen equal payments into an account that yields 15% so that the present value of the equal payments is $14,880.44.A= $14,880.44 / 5.8474 = $2,544.80Payment = $14,880.44 / 15.015This problem applies the growing annuity formula. The first payment is$50,000(1.04)2(0.02) = $1,081.60.PV = $1,081.60 [1 / (0.08 - 0.04) - {1 / (0.08 - 0.04)}{1.04 / 1.08}40]= $21,064.28This is the present value of the payments, so the value forty years from today is$21,064.28 (1.0840) = $457,611.46se the discount factors to discount the individual cash flows. Then compute the NPV of the project. NoticeYou can still use the factor tables to compute their PV. Essentially, they form cash flows that are a six year annuity less a two year annuity. Thus, the appropriate annuity factor to use with them is 2.6198 (= 4.3553 - 1.7355).Year Cash Flow Factor PV0.9091 $636.371$70020.8264 743.769003 1,000 ⎤4 1,000 ⎥ 2.6198 2,619.805 1,000 ⎥6 1,000 ⎦7 1,250 0.5132 641.508 1,375 0.4665 641.44Total $5,282.87NPV = -$5,000 + $5,282.87= $282.87Purchase the machine.Chapter 5: How to Value Bonds and StocksThe amount of the semi-annual interest payment is $40 (=$1,000 ⨯ 0.08 / 2). There are a total of 40 periods;i.e., two half years in each of the twenty years in the term to maturity. The annuity factor tables can be usedto price these bonds. The appropriate discount rate to use is the semi-annual rate. That rate is simply the annual rate divided by two. Thus, for part b the rate to be used is 5% and for part c is it 3%.A+F/(1+r)40PV=C Tra. $40 (19.7928) + $1,000 / 1.0440 = $1,000Notice that whenever the coupon rate and the market rate are the same, the bond is priced at par.b. $40 (17.1591) + $1,000 / 1.0540 = $828.41Notice that whenever the coupon rate is below the market rate, the bond is priced below par.c. $40 (23.1148) + $1,000 / 1.0340 = $1,231.15Notice that whenever the coupon rate is above the market rate, the bond is priced above par.a. The semi-annual interest rate is $60 / $1,000 = 0.06. Thus, the effective annual rate is 1.062 - 1 =0.1236 = 12.36%.A+ $1,000 / 1.0612b. Price = $30 12.006= $748.48A+ $1,000 / 1.0412c. Price = $30 1204.0= $906.15Note: In parts b and c we are implicitly assuming that the yield curve is flat. That is, the yield in year 5applies for year 6 as well.rice = $2 (0.72) / 1.15 + $4 (0.72) / 1.152 + $50 / 1.153= $36.31The number of shares you own = $100,000 / $36.31 = 2,754 sharesPrice = $1.15 (1.18) / 1.12 + $1.15 (1.182) / 1.122 + $1.152 (1.182) / 1.123+ {$1.152 (1.182)(1.06) / (0.12 - 0.06)} / 1.123= $26.95[Insert before last sentence of question: Assume that dividends are a fixed proportion of earnings.] Dividend one year from now = $5 (1 - 0.10) = $4.50Price = $5 + $4.50 / {0.14 - (-0.10)}= $23.75Since the current $5 dividend has not yet been paid, it is still included in the stock price.Chapter 6: Some Alternative Investment Rulesa. Payback period of Project A = 1 + ($7,500 - $4,000) / $3,500 = 2 yearsPayback period of Project B = 2 + ($5,000 - $2,500 -$1,200) / $3,000 = 2.43 yearsProject A should be chosen.b. NPV A = -$7,500 + $4,000 / 1.15 + $3,500 / 1.152 + $1,500 / 1.153 = -$388.96NPV B = -$5,000 + $2,500 / 1.15 + $1,200 / 1.152 + $3,000 / 1.153 = $53.83Project B should be chosen.a. Average Investment:($16,000 + $12,000 + $8,000 + $4,000 + 0) / 5 = $8,000Average accounting return:$4,500 / $8,000 = 0.5625 = 56.25%b. 1. AAR does not consider the timing of the cash flows, hence it does not consider the timevalue of money.2. AAR uses an arbitrary firm standard as the decision rule.3. AAR uses accounting data rather than net cash flows.aAverage Investment = (8000 + 4000 + 1500 + 0)/4 = 3375.00Average Net Income = 2000(1-0.75) = 1500=> AAR = 1500/3375=44.44%a. Solve x by trial and error:-$8,000 + $4,000 / (1 + x) + $3000 / (1 + x)2 + $2,000 / (1 + x)3 = 0x = 6.93%b. No, since the IRR (6.93%) is less than the discount rate of 8%.Alternatively, the NPV @ a discount rate of 0.08 = -$136.62.a. Solve r in the equation:$5,000 - $2,500 / (1 + r) - $2,000 / (1 + r)2 - $1,000 / (1 + r)3- $1,000 / (1 + r)4 = 0By trial and error,IRR = r = 13.99%b. Since this problem is the case of financing, accept the project if the IRR is less than the required rate of return.IRR = 13.99% > 10%Reject the offer.c. IRR = 13.99% < 20%Accept the offer.d. When r = 10%:NPV = $5,000 - $2,500 / 1.1 - $2,000 / 1.12 - $1,000 / 1.13 - $1,000 / 1.14When r = 20%:NPV = $5,000 - $2,500 / 1.2 - $2,000 / 1.22 - $1,000 / 1.23 - $1,000 / 1.24= $466.82Yes, they are consistent with the choices of the IRR rule since the signs of the cash flows change only once.A/ $160,000 = 1.04PI = $40,000 715.0Since the PI exceeds one accept the project.Chapter 7: Net Present Value and Capital BudgetingSince there is uncertainty surrounding the bonus payments, which McRae might receive, you must use the expected value of McRae’s bonuses in the computation of the PV of his contract. McRae’s salary plus the expected value of his bonuses in years one through three is$250,000 + 0.6 ⨯ $75,000 + 0.4 ⨯ $0 = $295,000.Thus the total PV of his three-year contract isPV = $400,000 + $295,000 [(1 - 1 / 1.12363) / 0.1236]+ {$125,000 / 1.12363} [(1 - 1 / 1.123610 / 0.1236]= $1,594,825.68EPS = $800,000 / 200,000 = $4NPVGO = (-$400,000 + $1,000,000) / 200,000 = $3Price = EPS / r + NPVGO= $4 / 0.12 + $3=$36.33Year 0 Year 1 Year 2 Year 3 Year 4 Year 51. Annual Salary$120,000 $120,000 $120,000 $120,000 $120,000 Savings2. Depreciation 100,000 160,000 96,000 57,600 57,6003. Taxable Income 20,000 -40,000 24,000 62,400 62,4004. Taxes 6,800 -13,600 8,160 21,216 21,2165. Operating Cash Flow113,200 133,600 111,840 98,784 98,784 (line 1-4)$100,000 -100,0006. ∆ Net workingcapital7. Investment $500,000 75,792*8. Total Cash Flow -$400,000 $113,200 $133,600 $111,840 $98,784 $74,576*75,792 = $100,000 - 0.34 ($100,000 - $28,800)NPV = -$400,000+ $113,200 / 1.12 + $133,600 / 1.122 + $111,840 / 1.123+ $98,784 / 1.124 + $74,576 / 1.125= -$7,722.52Real interest rate = (1.15 / 1.04) - 1 = 10.58%NPV A = -$40,000+ $20,000 / 1.1058 + $15,000 / 1.10582 + $15,000 / 1.10583= $1,446.76NPV B = -$50,000+ $10,000 / 1.15 + $20,000 / 1.152 + $40,000 / 1.153= $119.17Choose project A.PV = $120,000 / {0.11 - (-0.06)}t = 0 t = 1 t = 2 t = 3 t = 4 t = 5 t = 6 ...$12,000 $6,000 $6,000 $6,000$4,000$12,000 $6,000 $6,000 ...The present value of one cycle is:A+ $4,000 / 1.064PV = $12,000 + $6,000 306.0= $12,000 + $6,000 (2.6730) + $4,000 / 1.064= $31,206.37The cycle is four years long, so use a four year annuity factor to compute the equivalent annual cost (EAC).AEAC = $31,206.37 / 406.0= $31,206.37 / 3.4651= $9,006The present value of such a stream in perpetuity is$9,006 / 0.06 = $150,100o evaluate the word processors, compute their equivalent annual costs (EAC).BangAPV(costs) = (10 ⨯ $8,000) + (10 ⨯ $2,000) 414.0= $80,000 + $20,000 (2.9137)= $138,274EAC = $138,274 / 2.9137= $47,456IOUAPV(costs) = (11 ⨯ $5,000) + (11 ⨯ $2,500) 3.014- (11 ⨯ $500) / 1.143= $55,000 + $27,500 (2.3216) - $5,500 / 1.143= $115,132EAC = $115,132 / 2.3216= $49,592BYO should purchase the Bang word processors.Chapter 8: Strategy and Analysis in Using Net Present ValueThe accounting break-even= (120,000 + 20,000) / (1,500 - 1,100)= 350 units. The accounting break-even= 340,000 / (2.00 - 0.72)= 265,625 abalonesb. [($2.00 ⨯ 300,000) - (340,000 + 0.72 ⨯ 300,000)] (0.65)= $28,600This is the after tax profit.Chapter 9: Capital Market Theory: An Overviewa. Capital gains = $38 - $37 = $1 per shareb. Total dollar returns = Dividends + Capital Gains = $1,000 + ($1*500) = $1,500 On a per share basis, this calculation is $2 + $1 = $3 per sharec. On a per share basis, $3/$37 = 0.0811 = 8.11% On a total dollar basis, $1,500/(500*$37) = 0.0811 = 8.11%d. No, you do not need to sell the shares to include the capital gains in the computation of the returns. The capital gain is included whether or not you realize the gain. Since you could realize the gain if you choose, you should include it.The expected holding period return is:()[]%865.1515865.052$/52$75.54$50.5$==-+There appears to be a lack of clarity about the meaning of holding period returns. The method used in the answer to this question is the one used in Section 9.1. However, the correspondence is not exact, because in this question, unlike Section 9.1, there are cash flows within the holding period. The answer above ignores the dividend paid in the first year. Although the answer above technically conforms to the eqn at the bottom of Fig. 9.2, the presence of intermediate cash flows that aren’t accounted for renders th is measure questionable, at best. There is no similar example in the body of the text, and I have never seen holding period returns calculated in this way before.Although not discussed in this book, there are two generally accepted methods of computing holding period returns in the presence of intermediate cash flows. First, the time weighted return calculates averages (geometric or arithmetic) of returns between cash flows. Unfortunately, that method can’t be used here, because we are not given the va lue of the stock at the end of year one. Second, the dollar weighted measure calculates the internal rate of return over the entire holding period. Theoretically, that method can be applied here, as follows: 0 = -52 + 5.50/(1+r) + 60.25/(1+r)2 => r = 0.1306.This produces a two year holding period return of (1.1306)2 – 1 = 0.2782. Unfortunately, this book does not teach the dollar weighted method.In order to salvage this question in a financially meaningful way, you would need the value of the stock at the end of one year. Then an illustration of the correct use of the time-weighted return would be appropriate. A complicating factor is that, while Section 9.2 illustrates the holding period return using the geometric return for historical data, the arithmetic return is more appropriate for expected future returns.E(R) = T-Bill rate + Average Excess Return = 6.2% + (13.0% -3.8%) = 15.4%. Common Treasury Realized Stocks Bills Risk Premium -7 32.4% 11.2% 21.2%-6 -4.9 14.7 -19.6-5 21.4 10.5 10.9 -4 22.5 8.8 13.7 -3 6.3 9.9 -3.6 -2 32.2 7.7 24.5 Last 18.5 6.2 12.3 b. The average risk premium is 8.49%.49.873.125.246.37.139.106.192.21=++-++- c. Yes, it is possible for the observed risk premium to be negative. This can happen in any single year. The.b.Standard deviation = 03311.0001096.0=.b.Standard deviation = = 0.03137 = 3.137%.b.Chapter 10: Return and Risk: The Capital-Asset-Pricing Model (CAPM)a. = 0.1 (– 4.5%) + 0.2 (4.4%) + 0.5 (12.0%) + 0.2 (20.7%) = 10.57%b.σ2 = 0.1 (–0.045 – 0.1057)2 + 0.2 (0.044 – 0.1057)2 + 0.5 (0.12 – 0.1057)2+ 0.2 (0.207 – 0.1057)2 = 0.0052σ = (0.0052)1/2 = 0.072 = 7.20%Holdings of Atlas stock = 120 ⨯ $50 = $6,000 ⨯ $20 = $3,000Weight of Atlas stock = $6,000 / $9,000 = 2 / 3Weight of Babcock stock = $3,000 / $9,000 = 1 / 3a. = 0.3 (0.12) + 0.7 (0.18) = 0.162 = 16.2%σP 2= 0.32 (0.09)2 + 0.72 (0.25)2 + 2 (0.3) (0.7) (0.09) (0.25) (0.2)= 0.033244σP= (0.033244)1/2 = 0.1823 = 18.23%a.State Return on A Return on B Probability1 15% 35% 0.4 ⨯ 0.5 = 0.22 15% -5% 0.4 ⨯ 0.5 = 0.23 10% 35% 0.6 ⨯ 0.5 = 0.34 10% -5% 0.6 ⨯ 0.5 = 0.3b. = 0.2 [0.5 (0.15) + 0.5 (0.35)] + 0.2[0.5 (0.15) + 0.5 (-0.05)]+ 0.3 [0.5 (0.10) + 0.5 (0.35)] + 0.3 [0.5 (0.10) + 0.5 (-0.05)]= 0.135= 13.5%Note: The solution to this problem requires calculus.Specifically, the solution is found by minimizing a function subject to a constraint. Calculus ability is not necessary to understand the principles behind a minimum variance portfolio.Min { X A2 σA2 + X B2σB2+ 2 X A X B Cov(R A , R B)}subject to X A + X B = 1Let X A = 1 - X B. Then,Min {(1 - X B)2σA2 + X B2σB2+ 2(1 - X B) X B Cov (R A, R B)}Take a derivative with respect to X B.d{∙} / dX B = (2 X B - 2) σA2+ 2 X B σB2 + 2 Cov(R A, R B) - 4 X B Cov(R A, R B)Set the derivative equal to zero, cancel the common 2 and solve for X B.X BσA2- σA2+ X B σB2 + Cov(R A, R B) - 2 X B Cov(R A, R B) = 0X B = {σA2 - Cov(R A, R B)} / {σA2+ σB2 - 2 Cov(R A, R B)}andX A = {σB2 - Cov(R A, R B)} / {σA2+ σB2 - 2 Cov(R A, R B)}Using the data from the problem yields,X A = 0.8125 andX B = 0.1875.a. Using the weights calculated above, the expected return on the minimum variance portfolio isE(R P) = 0.8125 E(R A) + 0.1875 E(R B)= 0.8125 (5%) + 0.1875 (10%)= 5.9375%b. Using the formula derived above, the weights areX A = 2 / 3 andX B = 1 / 3c. The variance of this portfolio is zero.σP 2= X A2 σA2 + X B2σB2+ 2 X A X B Cov(R A , R B)= (4 / 9) (0.01) + (1 / 9) (0.04) + 2 (2 / 3) (1 / 3) (-0.02)= 0This demonstrates that assets can be combined to form a risk-free portfolio.14.2%= 3.7%+β(7.5%) ⇒β = 1.40.25 = R f + 1.4 [R M– R f] (I)0.14 = R f + 0.7 [R M– R f] (II)(I) – (II)=0.11 = 0.7 [R M– R f] (III)[R M– R f ]= 0.1571Put (III) into (I) 0.25 = R f + 1.4[0.1571]R f = 3%[R M– R f ]= 0.1571R M = 0.1571 + 0.03= 18.71%a. = 4.9% + βi (9.4%)βD= Cov(R D, R M) / σM 2 = 0.0635 / 0.04326 = 1.468= 4.9 + 1.468 (9.4) = 18.70%Weights:X A = 5 / 30 = 0.1667X B = 10 / 30 = 0.3333X C = 8 / 30 = 0.2667X D = 1 - X A - X B - X C = 0.2333Beta of portfolio= 0.1667 (0.75) + 0.3333 (1.10) + 0.2667 (1.36) + 0.2333 (1.88)= 1.293= 4 + 1.293 (15 - 4) = 18.22%a. (i) βA= ρA,MσA / σMρA,M= βA σM / σA= (0.9) (0.10) / 0.12= 0.75(ii) σB= βB σM / ρB,M= (1.10) (0.10) / 0.40= 0.275(iii) βC= ρC,MσC / σM= (0.75) (0.24) / 0.10= 1.80(iv) ρM,M= 1(v) βM= 1(vi) σf= 0(vii) ρf,M= 0(viii) βf= 0b. SML:E(R i) = R f + βi {E(R M) - R f}= 0.05 + (0.10) βiSecurity βi E(R i)A 0.13 0.90 0.14B 0.16 1.10 0.16C 0.25 1.80 0.23Security A performed worse than the market, while security C performed better than the market.Security B is fairly priced.c. According to the SML, security A is overpriced while security C is under-priced. Thus, you could invest in security C while sell security A (if you currently hold it).a. The typical risk-averse investor seeks high returns and low risks. To assess thetwo stocks, find theReturns:State of economy ProbabilityReturn on A*Recession 0.1 -0.20 Normal 0.8 0.10 Expansion0.10.20* Since security A pays no dividend, the return on A is simply (P 1 / P 0) - 1. = 0.1 (-0.20) + 0.8 (0.10) + 0.1 (0.20) = 0.08 = 0.09 This was given in the problem.Risk:R A - (R A -)2 P ⨯ (R A -)2 -0.28 0.0784 0.00784 0.02 0.0004 0.00032 0.12 0.0144 0.00144 Variance 0.00960Standard deviation (R A ) = 0.0980βA = {Corr(R A , R M ) σ(R A )} / σ(R M ) = 0.8 (0.0980) / 0.10= 0.784βB = {Corr(R B , R M ) σ(R B )} / σ(R M ) = 0.2 (0.12) / 0.10= 0.24The return on stock B is higher than the return on stock A. The risk of stock B, as measured by itsbeta, is lower than the risk of A. Thus, a typical risk-averse investor will prefer stock B.b. = (0.7) + (0.3) = (0.7) (0.8) + (0.3) (0.09) = 0.083σP 2= 0.72 σA 2 + 0.32 σB 2 + 2 (0.7) (0.3) Corr (R A , R B ) σA σB = (0.49) (0.0096) + (0.09) (0.0144) + (0.42) (0.6) (0.0980) (0.12) = 0.0089635 σP = = 0.0947 c. The beta of a portfolio is the weighted average of the betas of the components of the portfolio. βP = (0.7) βA + (0.3) βB = (0.7) (0.784) + (0.3) (0.240) = 0.621Chapter 11:An Alternative View of Risk and Return: The Arbitrage Pricing Theorya. Stock A:()()R R R R R A A A m m Am A=+-+=+-+βεε105%12142%...Stock B:()()R R R R R B B m m Bm B=+-+=+-+βεε130%098142%...Stock C:()R R R R R C C C m m Cm C=+-+=+-+βεε157%137142%)..(.b.()[]()[]()[]()()()()()()[]()()CB A m cB A m c m B m A m CB A P 25.045.030.0%2.14R 1435.1%925.1225.045.030.0%2.14R 37.125.098.045.02.130.0%7.1525.0%1345.0%5.1030.0%2.14R 37.1%7.1525.0%2.14R 98.0%0.1345.0%2.14R 2.1%5.1030.0R 25.0R 45.0R 30.0R ε+ε+ε+-+=ε+ε+ε+-+++++=ε+-++ε+-++ε+-+=++= c.i.()R R R A B C =+-==+-==+-=105%1215%142%)1113%09815%142%)137%157%13715%142%168%..(..46%.(......ii.R P =+-=12925%1143515%142%)138398%..(..To determine which investment investor would prefer, you must compute the variance of portfolios created bymany stocks from either market. Note, because you know that diversification is good, it is reasonable to assume that once an investor chose the market in which he or she will invest, he or she will buy many stocks in that market.Known:E EF ====001002 and and for all i.i σσεε..Assume: The weight of each stock is 1/N; that is, X N i =1/for all i.If a portfolio is composed of N stocks each forming 1/N proportion of the portfolio, the return on the portfolio is 1/N times the sum of the returns on the N stocks. Recall that the return on each stock is 0.1+βF+ε.()()()()()()[]()()()()()()()[]()[]()[]()()[]()()()()()j i 2j i 22j i i 2222222222P P P P iP ,0.04Corr 0.01,Cov s =isvariance the ,N as limit In the ,Cov 1/N 1s 1/N s )(1/N 1/N F 2F E 1/N F E 0.10.1/N F 0.1E R E R E R Var 0.101/N 00.1E 1/N F E 0.11/N F 0.1E R E 1/N F 0.1F 0.1(1/N)R 1/N R εε+β=εε+β∞⇒εε-+ε+β=ε∑+εβ+β=ε+β=-ε+β+=-==+β+=ε+β+=ε∑+β+=ε+β+=ε+β+==∑∑∑∑∑∑∑∑()()()()()()Thus,F R f E R E R Var R Corr Var R Corr ii ip P p i j PijR 1i =++=++===+=+010*********002250040002500412212111222.........,,εεεεεεa.()()()()Corr Corr Var R Var R i j i j p pεεεε112212000225000225,,..====Since Var ()()R p 1 Var R 2p 〉, a risk averse investor will prefer to invest in the second market.b. Corr ()()εεεε112090i j j ,.,== and Corr 2i()()Var R Var R pp120058500025==..。
公司理财中英文课件 (3)
9-21
2 Holding Period Return: Exercise
9-22
2 Holding Period Return: Exercise
[(Pt-Pt-1)+Div]/Pt-1
9-23
2 Holding Period Return: Exercise
9-24
• The geometric return and arithmetic return
9-17
2
Holding-Period Returns: Example
• $1 increased by 35% to $1.35 over the 3-yearperiod, the 35% increase is known as the holding period return (持有期间收益率).
• Annual return : arithmetic average annual return • Note that the geometric average is not the same thing as the :
Year Return r1 + r2 + r3 + r4 Arithmetic average return = 1 10% 4 2 -5% 10% 5% + 20% + 15% 3 20% = = 10% 4 4 15%
9-7
1
Returns: Example 2
• Last year, you purchased shares of Thomas Homes, Inc., at price of $31.80 a share. Since that time, you have received $1.30 in dividends per share. Currently, the stock is selling for $28.90 per share.
公司理财(罗斯)第5章(英文)
1 C F PV = 1 + T r (1+ r) (1+ r)T
To value bonds and stocks we need to:
Estimate future cash flows:
Size (how much) and Timing (when)
Discount future cash flows at an appropriate rate:
The rate should be appropriate to the risk presented by the security.
$31.875 $31.875
$31.875
$1,031.875
12 / 31/ 09
1/1/ 05 6 / 30 / 05
McGraw-Hill/Irwin Corporate Finance, 7/e
12 / 31/ 05
6 / 30 / 09
2005 The McGraw-Hill Companies, Inc. All Rights Reserved.
McGraw-Hill/Irwin Corporate Finance, 7/e 2005 The McGraw-Hill Companies, Inc. All Rights Reserved.
5-6
5.2 How to Value Bonds
We now consider how to value following different types of bonds: Pure discount bonds Level-coupon bonds Consols
2005 The McGraw-Hill Companies, Inc. All Rights Reserved.
公司理财(罗斯)第2章(英文)
2-2
Sources of Information
Annual reports Wall Street Journal Internet
2.1 The Balance Sheet 2.2 The Income Statement 2.3 Net Working Capital 2.4 Financial Cash Flow 2.5 The Statement of Cash Flows 2.6 Financial Statement Analysis 2.7 Summary and Conclusions
McGraw-Hill/Irwin Corporate Finance, 7/e 2005 The McGraw-Hill Companies, Inc. All Rights Reserved.
2-6
Debt versus Equity
Generally, when a firm borrows it gives the bondholders first claim on the firm’s cash flow. Thus shareholder’s equity is the residual difference between assets and liabilities.
Total assets
McGraw-Hill/Irwin Corporate Finance, 7/e
$1,879
$1,742
2005 The McGraw-Hill Companies, Inc. All Rights Reserved.
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1- 14
Who is The Financial Manager?
Financial managers try to answer some or all of these questions The top financial manager within a firm is usually the Chief Financial Officer (CFO)
1- 7
Corporate Structure
Sole Proprietorships
Unlimited Liability Personal tax on profits
Partnerships
Limited Liability Corporations
Corporate tax on profits +
1- 17
Role of The Financial Manager
Common Finance Terminology
– Real assets – Financial assets / Securities – Capital markets and financial markets – Investment / capital budgeting – Financing
1- 3
Course Mechanics
Course Grade: Class participation group assignments Final exam 10% 20% 70%
1- 4
Course outline
Chapter 1 FINANCING AND THE FINANCIAL MANAGER Chapter 2 PRESENT VALUE AND THE OPPORTUNITY COST OF CAPITAL Chapter 3 HOW TO CALCULATE PRESENT VALUE Chapter 4 THE VALUE OF COMMON STOCK Chapter 5 WHY NET PRESENT VALUE LEADS TO BETTER INVESTMENT DECISIONS THAN OTHER CRITERIA Chapter 6 MAKING INVESTMENT DECISIONS WITH THE NET PRESENT VALUE Chapter7-10, 15,16,17, 29.30
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Goal Of Financial Management
Maximize market share –Even though many of the companies have a huge market share (I.e. Amazon) they still do not have positive earnings and their owners are not happy.
Does this mean we should do anything and everything to maximize owner wealth?
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Goal Of Financial Management
Maximize profit – Are we talking about long-run or short-run profits? Do we mean accounting profits or some measure of cash flow? (three reasons see P23) Minimize costs – We can minimize costs today by not purchasing new equipment or delaying maintenance, but this may not be in the best interest of the firm or its owners.
1- 10
Partnership
Advantages
– – – – Two or more owners More capital available Relatively easy to start Income taxed once as personal income
Disadvantages
1- 20
Goal Of Financial Management
What should be the goal of a corporation?
– – – – Maximize profit? Minimize costs? Maximize market share? Maximize shareholder wealth?
1- 15
Who is The Financial Manager?
Chief Financial Officer
Treasurer
Controller
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Role of The Financial Manager
(2) (1)
Firm's operations
(3)
Financial manager
Personal tax on dividends
1- 8
Organizing a Business
Sole Partnership Proprietorship
Who owns the business? Are managers and owners separate? What is the owner’s liability? Are the owner & business taxed separately?
– Treasurer – oversees cash management, credit management, capital expenditures and financial planning – Controller – oversees taxes, cost accounting, financial accounting and data processing
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Chapter 1
Finance and the financial manager
1- 6
Topics Covered
What Is A Corporation? The Role of The Financial Manager Who Is The Financial Manager? Separation of Ownership and Management
The manager No Partners No
Corporation
Shareholders Usually
Unlimited
Unlimited
Limited
No
No
Yes
Sole Proprietorship
Advantages
– Easiest to start – Least regulated – Single owner keeps all the profits – Taxed once as personal income
1- 12
International Corporations
Company Country of Origin
Type of Company
Bayerische Dornier GmBH
Germany Germany
Corporation Limited liability co. Public limited co.
1- 11
Corporation
Advantages
– Limited liability – Unlimited life – Separation of ownership and management – Transfer of ownership is easy – Easier to raise capital
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Goal Of Financial Management
1- 18
Financial Management Decisions
Capital budgeting
– What long-term investments or projects should the business take on?
Capital structure
– How should we pay for our assets? – Should we use debt or equity?
Rolls-Royce PLC United Kingdom
Shell UK Ltd. Unilever NV
Fiat SpA Volvo AB Peugot SA
United Kingdom Corporation Netherlands Joint stock co.
Italy Sweden France Joint stock co. Joint stock co. Joint stock co.
Working capital management
– How do we manage the day-to-day finances of the firm?
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Financial Market Functions
Source of funding Investor liquidity Risk management Source of information
– Unlimited liability
• General partnership • Limited partnership
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