渣打网申numerical(数学)部分真题选取
笔经总结shl攻略zz(我觉得写的不错)
笔经总结shl攻略zz（我觉得写的不错）发信站五色土 (Tue Mar 4 144254 2008), 本站()标题冬至献礼：笔经总结含征服shl功略（原创）！发信站饮水思源 (2007年12月22日165202 星期六)冬至献礼：笔经总结含征服shl功略（原创）！本文初且仅发表于饮水思源bbs！总起：我并不是一个什么求职牛人，也没有拿到多少OFFER，主要原因是我群殴比较烂，殴了10来场了，没过几场。
所以在求职过程中，别的方面我不敢多言，但是在笔试方面，还是有一些心得的，现与大家分享与此，也欢迎牛人更正，大家点评。
我参加过的笔试：宝洁 PWC BP IST KP DTT 渣打强生英博啤酒瑞安房地产（一笔+二笔）交总行香港地铁可口可乐恒生银行阿迪达斯巴黎银行 CITI BANK 荷兰银行除了DTT和英博啤酒，其他笔试都通过了。
如今我找工作将近要结束了，有机会和时间把我的一些经验整理出来，给大家，更是给后来人参考，积攒RP。
其中考shl的有：KP BP IST 渣打交总行香港地铁可口可乐恒生银行巴黎银行 CITI BANK 荷兰银行我先简单介绍一下非SHL笔试的公司的情况：1．宝洁：解难测试+托业2．PWC是网上笔试：是人机对话的形式，新的笔试形式。
三个口语题，一个30分钟的作文。
3．DTT：性格测试，这个我玩不转的，很容易挂。
4．强生：笔试90分钟，90道题目，包括常识，数学，逻辑和语文。
主要注意的是要安排好时间，先做哪个部分，后做哪个部分。
个人感觉数学题最难，所以放到了最后，但是因为我第一次做数字和图形规律题，所以这部分做的还是不好。
笔试结束之前，我把那几个数字规律题目抄了下来，事后和同学讨论，了解了常见的规律，比如加减乘除，奇数偶数，和相等之类的，脑子就好像开窍了，为后面瑞安的笔试做了铺垫。
5．英博啤酒：图形规律题，很有趣的题目，可惜我第一次做，缺乏经验了，一开始的题目比较简单，但是越到后面题目越复杂，时间不够用。
新加坡O水准试题
UNIVERSITY OF CAMBRIDGE INTERNATIONAL EXAMINATIONS General Certificate of Education Ordinary LevelREAD THESE INSTRUCTIONS FIRSTIf you have been given an Answer Booklet, follow the instructions on the front cover of the Booklet.Write your Centre number, candidate number and name on all the work you hand in.Write in dark blue or black pen.Y ou may use a soft pencil for any diagrams or graphs.Do not use staples, paper clips, highlighters, glue or correction fluid.Answer all the questions.Write your answers on the separate Answer Paper provided.Give non-exact numerical answers correct to 3 significant figures, or 1 decimal place in the case of angles in degrees, unless a different level of accuracy is specified in the question.The use of an electronic calculator is expected, where appropriate.Y ou are reminded of the need for clear presentation in your answers.At the end of the examination, fasten all your work securely together.The number of marks is given in brackets [ ] at the end of each question or part question.The total number of marks for this paper is 80.*9762991949*ADDITIONAL MATHEMATICS 4037/02Paper 2 May/June 20092 hoursAdditional Materials: Answer PaperGraph paper (1 sheet)Mathematical Formulae1. ALGEBRAQuadratic EquationFor the equation ax 2 + bx + c = 0,x ba=−2.Binomial Theorem(a + b )n = a n +(n 1)a n –1b + (n 2) a n –2 b 2 + … + (nr )a n –rb r + … + b n , where n is a positive integer and(nr )= n !(n – r )!r !.2. TRIGONOMETRYIdentitiessin 2 A + cos 2 A = 1.sec 2 A = 1 + tan 2 A .cosec 2 A = 1 + cot 2 A .Formulae for ∆ABCa sin A =b sin B = csin C .a 2 = b 2 + c 2 – 2bc cos A .∆ = 1 2bc sin A .1(a)ᏱExpress, in set notation, the set represented by the shaded region. [1]I n a class of 30 students, 17 are studying politics, 14 are studying economics and 10 are studying (b)both of these subjects.(i) Illustrate this information using a Venn diagram. [1]Find the number of students studying(ii) neither of these subjects, [1] (iii) exactly one of these subjects. [1]2 Given that A = 7 63 4,find A1− and hence solve the simultaneous equations7x + 6y = 17,3x + 4y = 3.[4]3 Sketch the graph of y = Ηx2 – 8x + 12 Η. [4]4 Find the coefficient of x4 in the expansion of(i) (1 + 2x)6, [2] (ii) 1 –x4(1 + 2x)6. [3]5 Two variables , x and y , are related by the equationy = 6x 2 +32x 3. (i) Obtain an expression ford yd x. [2](ii) Use your expression to f ind the approximate change in the value of y when x increases from2 to 2.04. [3]6 The function f is def i ned by f(x x у 3. Find(i) the range of f,[1](ii) an expression for f –1(x ). [2]The function g is def i ned by g(x ) =12x+ 2 for x Ͼ 0. Find (iii) gf(12).[2]7Given that log pX = 9 and log p Y = 6, find(i) log [1] (ii) log p1X, [1] (iii) log p (XY ), [2] (iv) log Y X .[2]8T he diagram shows part of the curve y = 27 – x2. The points P and S lie on this curve. The points Q and R lie on the x-axis and PQRS is a rectangle. The length of OQ is t units.(i) Find the length of PQ in terms of t and hence show that the area, A square units, of PQRS is givenbyA = 54t – 2t 3. [2] (ii) Given that t can vary, find the value of t for which A has a stationary value. [3] (iii) Find this stationary value of A and determine its nature. [3]9 A musician has to play 4 pieces from a list of 9. Of these 9 pieces 4 were written by Beethoven, 3 byHandel and 2 by Sibelius. Calculate the number of ways the 4 pieces can be chosen if(i) there are no restrictions, [2] (ii) there must be 2 pieces by Beethoven, 1 by Handel and 1 by Sibelius, [3] (iii) there must be at least one piece by each composer. [4]10 The line 2 x + y= 12 intersects the curve x2+ 3xy + y2= 176 at the points A and B. Find theequation of the perpendicular bisector of AB. [9]11 (a)Find all the angles between 0º and 360º which satisfy(i) 2sin x – 3cos x = 0, [3](ii) 2sin2y – 3cos y = 0. [5](b)G iven that 0 ഛzഛ 3 radians, find, correct to 2 decimal places, all the values of z for whichsin(2z + 1) = 0.9. [3]12 Answer only one of the following two alternatives. EITHERThe point P(0, 5) lies on the curve for which d yd x = e12x. The point Q, with x-coordinate 2, also lieson the curve.(i) Find, in terms of e, the y-coordinate of Q. [5]The tangents to the curve at the points P and Q intersect at the point R.(ii) Find, in terms of e, the x-coordinate of R. [5] ORT he diagram shows part of the curve y = e 1x+ 5 crossing the y-axis at A. The normal to the curveat A meets the x-axis at B.(i) Find the coordinates of B. [4]T he line through B, parallel to the y-axis, meets the curve at C. The line through C, parallel to the x-axis, meets the y-axis at D.(ii) Find the area of the shaded region. [6]Permission to reproduce items where third-party owned material protected by copyright is included has been sought and cleared where possible. Every reasonable effort has been made by the publisher (UCLES) to trace copyright holders, but if any items requiring clearance have unwittingly been included, the publisher will be pleased to make amends at the earliest possible opportunity.University of Cambridge International Examinations is part of the Cambridge Assessment Group. Cambridge Assessment is the brand name of University of Cambridge Local Examinations Syndicate (UCLES), which is itself a department of the University of Cambridge.。
剑桥大学入学数学试题
Section A:Pure Mathematics1How many integers between10000and100000(inclusive)contain exactly two different digits?(23332contains exactly two different digits but neither of33333and12331does.)2Show,by means of a suitable change of variable,or otherwise,that∞0f((x2+1)1/2+x)d x=12∞1(1+t−2)f(t)d t.Hence,or otherwise,show that∞0((x2+1)1/2+x)−3d x=38.3Which of the following statements are true and which are false?Justify your answers.(i)a ln b=b ln a for all a,b>0.(ii)cos(sinθ)=sin(cosθ)for all realθ.(iii)There exists a polynomial P such that|P(θ)−cosθ| 10−6for all realθ.(iv)x4+3+x−4 5for all x>0.4Prove that the rectangle of greatest perimeter which can be inscribed in a given circle is a square.The result changes if,instead of maximising the sum of lengths of sides of the rectangle,we seek to maximise the sum of n th powers of the lengths of those sides for n 2.What happens if n=2?What happens if n=3?Justify your answers.5(i)In the Argand diagram,the points Q and A represent the complex numbers4+6i and 10+2i.If A,B,C,D,E,F are the vertices,taken in clockwise order,of a regularhexagon(regular six-sided polygon)with centre Q,find the complex number whichrepresents B.(ii)Let a,b and c be real numbers.Find a condition of the form Aa+Bb+Cc=0,where A,B and C are integers,which ensures thata 1+i +b1+2i+c1+3iis real.6Let a1=cos x with0<x<π/2and let b1=1.Given thata n+1=12(a n+b n),b n+1=(a n+1b n)1/2,find a2and b2and show thata3=cos x2cos2x4and b3=cosx2cosx4.Guess general expressions for a n and b n(for n 2)as products of cosines and verify that they satisfy the given equations.7My bank paysρ%interest at the end of each year.I start with nothing in my account.Then for m years I deposit£a in my account at the beginning of each year.After the end of the m th year,I neither deposit nor withdraw for l years.Show that the total amount in my account at the end of this period is£a r l+1(r m−1)r−1where r=1+ρ100.At the beginning of each of the n years following this period I withdraw£b and this leaves my account empty after the n th withdrawal.Find an expression for a/b in terms of r,l,m and n.8Fluidflows steadily under a constant pressure gradient along a straight tube of circular cross-section of radius a.The velocity v of a particle of thefluid is parallel to the axis of the tube and depends only on the distance r from the axis.The equation satisfied by v is1 r dd rrd vd r=−k,where k is constant.Find the general solution for v.Show that|v|→∞as r→0unless one of the constants in your solution is chosen to be0. Suppose that this constant is,in fact,0and that v=0when r=a.Find v in terms of k,a and r.The volume Fflowing through the tube per unit time is given byF=2πarv d r.Find F.Section B:Mechanics9Two small spheres A and B of equal mass m are suspended in contact by two light inextensible strings of equal length so that the strings are vertical and the line of centres is horizontal.The coefficient of restitution between the spheres is e.The sphere A is drawn aside through a very small distance in the plane of the strings and allowed to fall back and collide with the other sphere B,its speed on impact being u.Explain briefly why the succeeding collisions will all occur at the lowest point.(Hint:Consider the periods of the two pendulums involved.)Show that the speed of sphere A immediately after the second impact is12u(1+e2)andfindthe speed,then,of sphere B.10A shell explodes on the surface of horizontal ground.Earth is scattered in all directions with varying velocities.Show that particles of earth with initial speed v landing a distance r from the centre of explosion will do so at times t given by1 2g2t2=v2±√(v4−g2r2).Find an expression in terms of v,r and g for the greatest height reached by such particles. 11Hank’s Gold Mine has a very long vertical shaft of height l.A light chain of length l passes over a small smooth lightfixed pulley at the top of the shaft.To one end of the chain is attached a bucket A of negligible mass and to the other a bucket B of mass m.The system is used to raise ore from the mine as follows.When bucket A is at the top it isfilled with mass 2m of water and bucket B isfilled with massλm of ore,where0<λ<1.The buckets are then released,so that bucket A descends and bucket B ascends.When bucket B reaches the top both buckets are emptied and released,so that bucket B descends and bucket A ascends.The time tofill and empty the buckets is negligible.Find the time taken from the moment bucket A is released at the top until thefirst time it reaches the top again.This process goes on for a very long time.Show that,if the greatest amount of ore is to be raised in that time,thenλmust satisfy the condition f (λ)=0wheref(λ)=λ(1−λ)1/2(1−λ)1/2+(3+λ)1/2.Section C:Probability and Statistics12Suppose that a solution(X,Y,Z)of the equationX+Y+Z=20,with X,Y and Z non-negative integers,is chosen at random(each such solution being equally likely).Are X and Y independent?Justify your answer.Show that the probability that X is divisible by5is5/21.What is the probability that XY Z is divisible by5?13I have a bag initially containing r red fruit pastilles(my favourites)and b fruit pastilles of other colours.From time to time I shake the bag thoroughly and remove a pastille at random.(It may be assumed that all pastilles have an equal chance of being selected.)If the pastille is red I eat it but otherwise I replace it in the bag.After n such drawings,Ifind that I have only eaten one pastille.Show that the probability that I ate it on my last drawing is(r+b−1)n−1(r+b)n−(r+b−1)n.14To celebrate the opening of thefinancial year thefinance minister of Genlandflings a Slihing,a circular coin of radius a cm,where0<a<1,onto a large board divided into squares bytwo sets of parallel lines2cm apart.If the coin does not cross any line,or if the coin covers an intersection,the tax on yaks remains unchanged.Otherwise the tax is doubled.Show that, in order to raise most tax,the value of a should be1+π4−1.If,indeed,a=1+π4−1and the tax on yaks is1Slihing per yak this year,show that itsexpected value after n years will have passed is8+π4+π n.。
考前必看的新GRE有代表性的数学题
大蚂蚱美国留学社区-我们战斗在美国！1.y=2x2+7x – 3 x y2. The figure above shows the graph of a function f, defined by f(x)=|2x|+4 for all numbers x. For which of the following functions g defined for all numbers x does the graph of g intersect the graph of f ? A g(x)x–2 B g(x)x3 C g(x)2x – 2 D g(x)2x3 E g(x)3x – 2 3.Each employee of a certain company is in either Department X or Department Y, and there are more than twice as many employees in Department X as in Department Y. The average (arithmetic mean) salary is $25,000 for the employees in Department X and is $35,000 for the employees in Department Y. Which of the following amounts could be the average salary for all of the employees in the company? Indicate all such amounts. A $26,000 B $28,000 C $29,000 D $30,000 E $31,000 F $32,000 G $34,000 4.Working alone at its constant rate, machine A produces k car parts in 10 minutes. Working alone at its constant rate, machine B produces k car parts 大蚂蚱美国留学社区-我们战斗在美国！in 15 minutes. How many minutes does it take machines A and B, working simultaneously at their respective constant rates, to produce k car parts? ____________minutes5. 1)If the dollar amount of sales at Store P was $800,000 for 2006, what was the dollar amount of sales at that store for 2008 ? A $727,200 B $792,000 C $800,000 D $880,000 E $968,000 2)At Store T, the dollar amount of sales for 2007 was what percent of the dollar amount of sales for 2008 ? Give your answer to the nearest 0.1 percent. ___________% 3)Which of the following statements must be true? Indicate all such statements. A For 2008 the dollar amount of sales at Store R was greater than that at each of the other four stores. B The dollar amount of sales at Store S for 2008 was 22 percent less than that for 2006. C The dollar amount of sales at Store R for 2008 was more than 17 percent greater than that for 2006. 6.A certain store sells two types of pens: one type for $2 per pen and the other type for $3 per pen. If a customer can spend up to $25 to buy pens at the store and there is no sales tax, what is the greatest number of pens the customer can buy? A9 B 10 C 11 D 12 E 20 7.A list of numbers has a mean of 8 and a standard deviation of 2.5. If x is a number in the list that is 2 standard deviations above the mean, what is the value of x ? x=______ 大蚂蚱美国留学社区-我们战斗在美国！8.Frequency Distribution for List X Number 1 2 3 5 Frequency 10 20 18 12 Frequency Distribution for List Y Number 6 7 8 9 Frequency 24 17 10 9 List X and list Y each contain 60 numbers. Frequency distributions for each list are given above. The average (arithmetic mean) of the numbers in list X is 2.7, and the average of the numbers in list Y is 7.1. List Z contains 120 numbers: the 60 numbers in list X and the 60 numbers in list Y. Quantity A Quantity B The average of the 120numbers in list Z The median of the 120 numbers in list Z 9.The figure above shows the graph of the function f in the xy-plane. What is the value of f ( f (–1)) ? A –2 B –1 C0 D1 E2 10.By weight, liquid A makes up 8 percent of solution R and 18 percent of solution S. If 3 grams of solution R are mixed with 7 grams of solution S, then liquid A accounts for what percent of the weight of the resulting solution? A 10% B 13% C 15% D 19% E 26% 11.Of the 700 members of a certain organization, 120 are lawyers. Two members of the organization will be selected at random. Which of the following is closest to the probability that neither of the members selected will be a lawyer? A 0.5 B 0.6 C 0.7 D 0.8 E 0.9 12.Line k lies in the xy-plane. The x-intercept of line k is –4, and line k passes through the midpoint of the line segment whose endpoints are (2, 9) and (2, 0). What is the slope of line k ? Give your answer as a fraction._______ 大蚂蚱美国留学社区-我们战斗在美国！13. In the course of an experiment, 95 measurements were recorded, and all of the measurements were integers. The 95 measurements were then grouped into 7 measurement intervals. The graph above shows the frequency distribution of the 95 measurements by measurement interval. Quantity A Quantity B The average (arithmetic The median of the 95 mean) of the 95 measurements Measurements 14.The random variable X is normally distributed. The values 650 and 850 are at the 60th and 90th percentiles of the distribution of X, respectively. Quantity A Quantity B th 750 The value at the 75 percentile of the distribution of X 15.If 1+x+x2+x3=60, then the average (arithmetic mean) of x, x2, x3, and x4 is equal to which of the following? A 12x B 15x C 20x D 30x E 60x 大蚂蚱美国留学社区-我们战斗在美国！16. Parallelogram OPQR lies in the xy-plane, as shown in the figure above. The coordinates of point P are (2, 4) and the coordinates of point Q are (8, 6). What are the coordinates of point R ? A (3, 2) B (3, 3) C (4, 4) D (5, 2) E (6, 2) 17.Let S be the set of all positive integers n such that n2 is a multiple of both 24 and 108. Which of the following integers are divisors of every integer n in S ? Indicate all such integers. A 12 B 24 C 36 D 72 18.The range of the heights of the female students in a certain class is 13.2 inches, and the range of the heights of the male students in the class is 15.4inches. Which of the following statements individually provide(s) sufficient additional information to determine the range of the heights of all the students in the class? Indicate all such statements. A The tallest male student in the class is 5.8 inches taller than the tallest female student in the class. B The median height of the male students in the class is 1.1 inches greater than the median height of the female students in the class. C The average (arithmetic mean) height of the male students in the class is 4.6 inches greater than the average height of the female students in the class. 19.A random variable Y is normally distributed with a mean of 200 and a standard 大蚂蚱美国留学社区-我们战斗在美国！deviation of 10. Quantity A Quantity B The probability of the event 1/6 that the value of Y is greater than 220 20.In a graduating class of 236 students, 142 took algebra and 121 took chemistry. What is the greatest possible number of students that could have taken both algebra and chemistry?__________students 21.The total amount that Mary paid for a book was equal to the price of the book plus a sales tax that was 4 percent of the price of the book. Mary paid for the book with a $10 bill and received the correct change, which was less than $3.00. Which of the following statements must be true? Indicate all such statements. A The price of the book was less than $9.50. B The price of the book was greater than $6.90. C The sales tax was less than $0.45.22.Which of the following statements individually provide(s) sufficient additional information to determine the area of triangle ABC above? Indicate all such statements. A DBC is an equilateral triangle. B ABD is an isosceles triangle. C The length of BC is equal to the length of AD. D The length of BC is 10. E The length of AD is 10 23.The fabric needed to make 3 curtains sells for $8.00 per yard and can be purchased only by the full yard. If the length of fabric required for each curtain is 1.6 yards and all of the fabric is purchased as a single length, what is the total cost of the fabric that needs to be purchased for the 3 curtains? A $40.00 B $38.40 C $24.00 D $16.00 E $12.80 24.The fabric needed to make 3 curtains sells for $8.00 per yard and can be 大蚂蚱美国留学社区-我们战斗在美国！purchased only by the full yard. If the length of fabric required for each curtain is 1.6 yards and all of the fabric is purchased as a single length, what is the total cost of the fabric that needs to be purchased for the 3 curtains? A $40.00 B $38.40 C $24.00 D $16.00 E $12.80 25.In the xy-plane, the point with coordinates (–6, –7) is the center of circle C. The point with coordinates (–6, 5) lies inside C, and the point with coordinates (8, –7) lies outside C. If m is the radius of C and m is an integer, what is the value of m ? m =_____ 26.What is the least positive integer that is not a factor of 25! and is not a prime number? A 26 B 28 C 36 D 56 E 58 27If 1 is expressed as a terminating decimal, how many nonzero digits 1/[(211)(517)] will the decimal have? A One B Two C Four D Six E Eleven 28.Eight hundred insects were weighed, and the resulting measurements, in milligrams, are summarized in the boxplot below. (a) What are the range, the three quartiles, and the interquartile range of the measurements? (b) If the 80th percentile of the measurements is 130 milligrams, about how many measurements are between 126 milligrams and 130 milligrams? 大蚂蚱美国留学社区-我们战斗在美国！29.The figure shows a normal distribution with mean m and standard deviation d, including approximate percents of the distribution corresponding to the six regions shown. Suppose the heights of a population of 3,000 adult penguins are approximately normally distributed with a mean of 65 centimeters and a standard deviation of 5 centimeters. (a) Approximately how many of the adult penguins are between 65 centimeters and 75 centimeters tall? (b) If an adult penguin is chosen at random from the population, approximately what is the probability that the penguin’s height will be less than 60 centimeters? Give your answer to the nearest 0.05 机经题： 8月 5选1 1. 3 个数的平均数是 30，把这 3 个数翻倍之后也加在这个 list 中。
numerical test和verbal test题型介绍、解题技巧与相关练习网站(最新整理版)
numerical test和verbal test题型介绍、解题技巧与相关练习网站（最新整理版）现在越来越多的外资企业（包括若干投行、商业银行、industry的MT program等）已经把笔试（online test或者现场笔试）纳入应聘程序，其中很多公司的test用题源于一家名为SHL的机构。
感觉总体来说投行online test难度相对较高，其他稍低。
SHL类型test的一般分两部分，numerical test和verbal test。
一、题型介绍1.numerical testnumericaltest就是给出一张图或表，然后让你根据题干，提取有用的信息进行简单或复杂的计算，主要目的是考察你的基本运算，经济学常识和sense，以及迅速从纷繁复杂的大量信息里提取有价值信息的能力。
online test的nu mericaltest大概25道题左右，25分钟，现场笔试平均每题时间类似，如果要全做完的话，最好能保证一分钟一题的速度。
答案选项有的时候会有个none of these的选项，就是说不是上面的其他选项给出的答案。
做过numeric al test的同学可能都有过这样的经历：算出答案后，找来找去没有对应的选项，然后怀疑自己是不是算错了，其实很可能就是因为以上选项都是错的，所以应该选择none of these。
为了避免确实是自己算错的情况，你可以比较一下你的答案和其他选项的答案，如果相差太离谱，那有可能真的是你算错了。
另外，作numerical test往往涉及到一些运算，因此有必要配备计算器、笔和草稿纸（现场笔试除计算器一般都会发）。
计算器只要有基本的运算功能即可。
值得一提的是，题目里面用到的经济学知识大多是commonsense，即使偶然有复杂点的变量关系，一般也会给出公式。
草稿纸有什么用呢？大多数题目不是靠心算或者一步就能得出结果的，所以可以把自己的运算式写出来，便于验算，也不容易粗心犯错。
四大招聘数字笔试题numeral(中文版)
本测试用以评估您在运用数据资料进行计算方面的能力，您将用各统计图表中的事实和数字来回答问题。
本测试一共九道大题，28道小题，每一小题只有唯一一个正确答案，请在您认为正确的选项上打勾。
测试时间为20分钟。
请注意答题时间的安排。
您可以使用计算器和演算纸。
祝您取得好成绩！第一题问题一：如果第一季度收入的通货膨胀指数（重设基数前）为120，那么第二季度的通货膨胀指数为多少？A 121.0B 121.2C 121.4D 121.6E 以上都不是问题二：如果第二季度的家庭食品支出平均为100欧元，那么第三季度的该项支出是多少？A 95欧元B 97欧元C 99欧元D 101欧元E 无法回答问题三：在整个通货膨胀期间，哪个季度的收入增长百分比最大？A 第二B 第三C 第四D 都一样E 无法回答问题四：如果第三季度的通货膨胀指数将基数重设为100，那么第四季度食品的通货膨胀指数是多少？A (94/100)*100B (94/97.5)*100C (94/95)*100D (100/94)*100E 无法回答第二题问题一：2000年埃塞俄比亚的人口是多少？A 5500万B 6500万C 7500万D 8500万E 9500万问题二：如果劳动人口的比例是60%，那么1999年的人口是多少？A 3,200,000B 3,300,000C 3,400,000D 3,500,000E 以上都不是问题三：和1998年相比，1999年国内生产总值的增长率是多少？A 11.2%B 14.8%C 17.3%D 21.8%E 25.3%问题四：如果劳动力人口占总人口的比例是55%，那么1999年的劳动力人口的人均国内生产总值是多少？A 250美元B 500美元C 1,000美元D 2,000美元E 无法回答第三题问题一：如果某人卖出3,500股Hardlow上市公司的股票，用该收益可以买入多少股Aurore公司的股票？A 7,761B 15,782C 35,000D 77,618E 2,075,500问题二：IKO公司利润占营业额的比率是多少？A 2.4%B 24.3%C 36.2%D 41.1%E 无法回答问题三：哪家公司的每股资产额最高？A HardlowB GRTC XiangD IKOE Aurore第四题问题一：在澳大利亚，同时拥有轿车和电话的人口占澳大利亚总人口的百分比是？A 16.6%B 21.7%C 43.3%D 86.5%E 无法回答问题二：阿根廷的人均国民生产总值是多少？A 386美元B 3,860美元C 6,390美元D 24,920美元E 63,904 美元问题三：南非的城市人口数量是多少？A 223,015B 597,381C 5,973,810D 22,301,500E 28,397,000 第五题问题一：如果Luftgut将涡轮叶片的订单数量增加7%，那么他们应为涡轮叶片大约支付多少？A 3,580,000英镑B 5,102,000英镑C 7,348,000英镑D8,413,000英镑 E 13,226,000英镑问题二：如果美元汇率在1月1日至4月1日间的增幅与欧元一样，那么在4月1日1英镑能兑换多少美元？A 1.67美元B 1.69美元C 1.73美元D 1.76美元E 无法回答问题三：起落架活塞占Frontier订单总价格的比率是多少？A 0.08%B 0.11%C 0.76%D 1.10%E 7.56%第六题问题一：1995年后，该行业净销售额的年平均增长率为10%。
玛氏笔试题库
玛氏笔试题库玛氏公司是一家全球知名的食品公司，拥有众多的知名品牌和产品。
为了选拔合适的人才，他们经常组织笔试来测试应聘者的能力。
以下是一份玛氏笔试题库，旨在帮助应聘者更好地准备面试。
第一部分：数学能力1. 某种产品每箱包含20袋，每袋装有30g。
如果一批共有15箱产品，总重量是多少？2. 将1/2、3/6和5/10三个分数由小到大排列。
3. 若x = 5，y = 3，计算x² + y³的值。
第二部分：逻辑推理1. A、B、C三人中，只有一人说谎。
A说：“B说了谎。
”B说：“C说了谎。
”请问谁在说谎？2. 有5个人坐在一起，每个人都举了一部分手指，共计15个手指，他们中有几个人举了5个手指？第三部分：英语能力从A、B、C和D四个选项中选择最合适的单词或短语，完成下列句子。
1. I have a ________ of oranges in my hand.A. muchB. a lotC. manyD. few2. Can you ________ us your phone for a moment?A. lendB. borrowC. takeD. buy3. We should ________ the trash in the bin.A. putB. throwC. giveD. bring第四部分：情景分析阅读以下情景描述，选择最合适的选项。
1. 你和同事合作完成了一个重要的项目，上级领导很满意，他向你表示感谢，并希望你继续保持好的工作状态。
你应该如何回应？A. "谢谢您的鼓励！我会继续努力的。
"B. "哪里哪里，这只是我应该做的。
"C. "是团队共同努力的结果，大家都做得很好！"D. "没问题，我会继续保持高效率。
"2. 你在工作中发现了一个问题，但是与你合作的同事并没有注意到。
你应该如何处理？A. 直接告诉同事这个问题。
超赞渣打银行面试经验
个人基本情况：厦大财政系，小本主要优势：英语口语流利，社会活动多求职方向：外资企业OFFERS ：英国渣打银行管理培训生（北京分行）马士基物流MISE培训生（厦门）汇丰银行个人理财部（北京分行）盛大网络海外投资部（上海）最终去向：渣打银行管理培训生本文主要以渣打银行MT和马士基MISE的面试为例，从求职规划，简历，笔试，面试，求职技巧，OFFER选择等方面结合我个人的求职体会进行介绍。
（一）求职规划：目标明确，成功的概率才会更大。
建议大家在开始找工作之前一定要想清楚自己的优势是什么，兴趣在哪里，将来想从事哪个方向的工作。
刚开始想这个问题的时候很多人都很迷茫，这是正常的，那就先大致定若干个方向作为重点，求职的过程中再慢慢锁定。
我最开始的时候给自己选了四个方向作为重点关注：咨询（战略和运营方面的），外资银行（花旗，汇丰，渣打等），快速消费品（玛氏，P&G，联合利华，强生等），四大会计师事务所。
其他优秀的企业如西门子、GE, 壳牌，BP英国石油等当然也不能放过，只是自己在这些领域没有什么优势，成功的概率不大，所以只是海投一下而已。
求职过程中我逐渐明白，大的战略咨询公司在国内只看重四大高校的学生，首先在教育背景这一关我就很难通过，而我又没有优秀到可以让他们不拘一格的地步，所以只好放弃。
而我也逐渐发现自己不喜欢做财务，所以四大从笔试就都放弃了。
这样我的求职目标就越来越明确，精力越来越集中，发挥的也越来越好。
（二）招聘信息搜集：除了大型的招聘网站如CHINAHR，51JOB等，再推荐两个和，里面有很全的招聘信息和很及时的面经。
再有就是各大高校的BBS求职板块。
想去北京的就看PKU和SMTH的，还有外经贸的小天鹅，这3个外企信息比较多。
想去上海的就关注复旦和上交的。
（这里提一下，厦门的信息确实太少了，有条件的还是要“走出去”，北大每天的宣讲就3-4场，招聘信息更是多的让人忙不过来。
）建议，把搜集来的信息整理一下，投过的做个标记。
投行四大等外企shl真题完整套题题库AptitudetestNumerLogicVerb等题型
【最新投行| 四大|外企shl真题题库|Aptitude test|Numer|Logic|Verb】专门针对各大投行|四大|外企校园招聘、社会招聘笔试，资料包含了包含了各大投行、四大、快销等外企笔试 Aptitude tests 官网全套题库【10种题型 1900道试题详细解析】以及各大外企的100余套shl真题题库，适用于shl、Kenexa、Cubiks、 TalentQ、Saville Consulting等测试，可作为各大投行、四大会计、各快消企业、各咨询公司等外企的笔试复习资料。
具体包括但不限于汇丰、渣打、花旗、恒生、瑞士、德意志、摩根大通、美林、巴莱克、毕马威、普华永道、德勤、安永，宝洁，联合利华、安利、玛氏、箭牌、百威、飞利浦等外企公司各职位，资料说明：本资料分为三个模块：第一部分：各大外企笔试Aptitude Tests全套题库题库包含10种题型 1900道试题详细解析，所有题目 Questions和Solutions全部齐全，且含有详细解析，各种题型Tests 的套数和Questions 的数量与以下描述完全一致第二部分：各大外企公司招聘历往考试的shl真题集包含100余套shl真题，以下列有详细目录，通常各公司为同一机构出题，且往往选自同一题库，出现原题的概率极高，因此参考性极强第三部分：shl笔试资源合集（shl解题技巧，练习题等），包含90余套shl解题技巧，经典题，练习题等内容四大优势：1、aptitude tests适用于多家公司，且带详细答案解析，不断更新2、100多套真题题库都是历往考试真题，极具参考性，原题出现概率极高3、适用范围广，适用于shl、Kenexa、Cubiks、TalentQ、Saville Consulting等测试4、题型覆盖全面：包括Numerical、Logical、Verbal、Inductive、Diagrammatic、Situational Judgement、In-Tray and E-Tray、Assessment Centre、Critical Thinking、Error Checking 10种题型最新更新：KPMG毕马威在线测试online text全套测试题一KPMG毕马威在线测试online text全套测试题二KPMG毕马威在线测试online text全套测试题KPMG毕马威在线测试online text全套测试题dtt德勤CEB测试全套测试题2016年5月15日毕马威kpmg-full全套测试题及参考答案（含log,num,ver）2016年5月22日普华永道pwc-full全套测试题及参考答案（含log,num,ver）2016年5月24日毕马威kpmg-full全套测试题及参考答案（含log,num,ver）第一部分：各大外企笔试Aptitude Tests全套题库题库--与官网保持同步更新第二部分：各大外企公司招聘历往考试的shl真题集包含100余套shl真题，获取方式或者直接掏宝联系望望名：蔚蓝小小天使第三部分：shl笔试资源合集（shl解题技巧，练习题等），该部分当日五星好评评语后获赠包含90余套shl解题技巧，经典题，练习题等内容，详细目录：：PART 1: 四大拿我较为熟悉的PWC举例来说，它下面有不同的部门，比如audit，tax，advisory等。
IGCSE math 数学试卷0580_s17_qp_43
This document consists of 19 printed pages and 1 blank page.DC (NH/JG) 130218/2© UCLES 2017[Turn over*0731247115*MATHEMATICS 0580/43Paper 4 (Extended) May/June 20172 hours 30 minutesCandidates answer on the Question Paper.Additional Materials: Electronic calculator Geometrical instrumentsTracing paper (optional).READ THESE INSTRUCTIONS FIRSTWrite your Centre number, candidate number and name on all the work you hand in.Write in dark blue or black pen.You may use an HB pencil for any diagrams or graphs.Do not use staples, paper clips, glue or correction fluid.DO NOT WRITE IN ANY BARCODES.Answer all questions.If working is needed for any question it must be shown below that question.Electronic calculators should be used.If the degree of accuracy is not specified in the question, and if the answer is not exact, give the answer to three significant figures. Give answers in degrees to one decimal place.For π, use either your calculator value or 3.142.At the end of the examination, fasten all your work securely together.The number of marks is given in brackets [ ] at the end of each question or part question.The total of the marks for this paper is 130.Cambridge International ExaminationsCambridge International General Certificate of Secondary Education1 (a) In 2016, a company sold 9600 cars, correct to the nearest hundred.(i) Write down the lower bound for the number of cars sold. (1)(ii) The average profit on each car sold was $2430, correct to the nearest $10.Calculate the lower bound for the total profit.Write down the exact answer.$ (2)(iii) Write your answer to part (a)(ii) correct to 4 significant figures.$ (1)(iv) Write your answer to part (a)(iii) in standard form.$ (1)(b) In April, the number of cars sold was 546.This was an increase of 5% on the number of cars sold in March.Calculate the number of cars sold in March. (3)© UCLES 20170580/43/M/J/17(c) The price of a new car grows exponentially by 3% per year.A new car has a price of $3000 in 2013.Find the price of a new car 4 years later.$ (2)© UCLES 2017[Turn over0580/43/M/J/170580/43/M/J/17© UCLES 20172 (a)y °x °z °DABPQSRCE NOT TO SCALE24°38°PQ is parallel to RS .ABC and ADE are straight lines. Find the values of x , y and z .x = ..................................................y = ..................................................z = ..................................................[3] (b)ABDCNOT TOSCALE42°The points A , B , C and D lie on the circumference of the circle. AB = AD , AC = BC and angle ABD = 42°. Find angle CAB .Angle CAB = (3)(c)NOT TOSCALEThe points P, Q, R and S lie on the circumference of the circle, centre O.Angle QOS =146°.Find angle QRS.QRS = . (2)Angle© UCLES 2017[Turn over0580/43/M/J/170580/43/M/J/17© UCLES 20173The table shows some values for 24y x x 32=+.x –2.2–2–1.5–1–0.500.50.8y–1.940.753.58(a) Complete the table.[4](b) Draw the graph of 24y x x 32=+ for 2.20.8x G G - .[4] (c) Find the number of solutions to the equation 243x x 32+=. (1)0580/43/M/J/17© UCLES 2017[Turn over(d) (i) The equation 241x x x 32+-= can be solved by drawing a straight line on the grid.Write down the equation of this straight line.y = ..................................................[1] (ii) Use your graph to solve the equation 241x x x 32+-=.x = ............................ or x = ............................ or x = ............................[3] (e) The tangent to the graph of 24y x x 32=+ has a negative gradient when x k =. Complete the inequality for k ....................... 1 k 1 . (2)0580/43/M/J/17© UCLES 20174 (a) The diagram shows a solid metal prism with cross section ABCDE .BGFKJ DCAEH2 cm7 cm4 cm8 cm 4 cmNOT TOSCALE(i) Calculate the area of the cross section ABCDE .............................................cm 2 [6](ii) The prism is of length 8 cm.Calculate the volume of the prism.............................................cm 3 [1](b) A cylinder of length 13 cm has volume 280 cm3.(i) Calculate the radius of the cylinder..............................................cm [3] (ii) The cylinder is placed in a box that is a cube of side 14 cm.Calculate the percentage of the volume of the box that is occupied by the cylinder................................................% [3]© UCLES 2017[Turn over0580/43/M/J/175 (a) Haroon has 200 letters to post.The histogram shows information about the masses, m grams, of the letters.Mass (grams)mFrequencydensity(i) Complete the frequency table for the 200 letters.Mass (m grams)0 1m G 1010 1m G 2020 1m G 2525 1m G 3030 1m G 50Frequency5017[3](ii) Calculate an estimate of the mean mass.................................................g [4]0580/43/M/J/17© UCLES 2017(b) Haroon has 15 parcels to post.The table shows information about the sizes of these parcels.Size Small LargeFrequency96Two parcels are selected at random.Find the probability that(i) both parcels are large, (2)(ii) one parcel is small and the other is large. (3)(c) The probability that a parcel arrives late is 803.4000 parcels are posted.Calculate an estimate of the number of parcels expected to arrive late. (1)6(a) Describe fully the single transformation that maps shape A onto(i) shape B,...................................................................................................................................................... (2)(ii) shape C....................................................................................................................................................... (3)(b) Draw the image of shape A after rotation through 90° anticlockwise about the point (3, -1). [2]y=. [2] (c) Draw the image of shape A after reflection in 1f p.(d) Describe fully the single transformation represented by the matrix 3003.............................................................................................................................................................. (3)7 (a) Solve the simultaneous equations. You must show all your working.x y 2311+=x y 3550-=- x = ..................................................y = (4)(b) 12x x a x b 22-+=+^h Find the value of a and the value of b .a = ..................................................b = (3)(c) Write as a single fraction in its simplest form.x x x x 25132-+-+ (4)8 (a)The table shows the marks gained by 10 students in their physics test and their mathematics test.The first six points have been plotted for you.MathematicsmarkPhysics mark[2](ii) What type of correlation is shown in the scatter diagram? (1)(b) The marks of 30 students in a spelling test are shown in the table below.Mark012345Frequency245568Find the mean, median, mode and range of these marks.Mean = ..................................................Median = ..................................................Mode = ..................................................Range = (7)(c) The table shows the marks gained by some students in their English test.Mark 527591Number of students x4511The mean mark for these students is 70.3 .Find the value of x.= (3)x9ACQ B525 m872 m104°NOT TO SCALEABC is a triangular field on horizontal ground. There is a vertical pole BQ at B .AB = 525 m, BC = 872 m and angle ABC = 104°.(a) Use the cosine rule to calculate the distance AC .AC = ..............................................m [4] (b) The angle of elevation of Q from C is 1.0°.Showing all your working, calculate the angle of elevation of Q from A . (4)(c) (i) Calculate the area of the field.............................................. m2 [2] (ii) The field is drawn on a map with the scale 1 : 20 000.Calculate the area of the field on the map in cm2.............................................cm2 [2]10 = {21, 22, 23, 24, 25, 26, 27, 28, 29, 30} A = { x : x is a multiple of 3} B = { x : x is prime} C = { x : x G 25}(a) Complete the Venn diagram.ABCᏱ[4] (b) Use set notation to complete the statements. (i) 26 ..................... B [1](ii) A + B = .....................[1](c) List the elements of B , (C + A ). (2)(d) Find (i) n(C ),...................................................[1] (ii) B B C n ,+l ^^h h ....................................................[1] (e)A C +^h is a subset of A C ,^h . Complete this statement using set notation.A C +^h ..................... A C ,^h [1]11 The table shows the first four terms in sequences A, B, C and D.Complete the table.BLANK PAGEPermission to reproduce items where third-party owned material protected by copyright is included has been sought and cleared where possible. Every reasonable effort has been made by the publisher (UCLES) to trace copyright holders, but if any items requiring clearance have unwittingly been included, the publisher will be pleased to make amends at the earliest possible opportunity.To avoid the issue of disclosure of answer-related information to candidates, all copyright acknowledgements are reproduced online in the Cambridge International Examinations Copyright Acknowledgements Booklet. This is produced for each series of examinations and is freely available to download at after the live examination series.Cambridge International Examinations is part of the Cambridge Assessment Group. Cambridge Assessment is the brand name of University of Cambridge Local Examinations Syndicate (UCLES), which is itself a department of the University of Cambridge.。
2021年SHL试题全分析
SHL试题全分析SHL试题全分析对有志于杀进外企的应届经管类毕业生而言，SHL 公司的试题基木上是一道必须跨越的门槛。
至今为止采用他们的试题用于入门筛选笔试并且大张旗鼓招聘应届生的公司有：KPMG, HSBC,渣打，恒生其中KPMG 的数字测试己经给翻译成了中文，在难度上降低了一级。
（一）基本情况说明此类考试分为两部分，数字能力测试和文字能力测试，就是阅读理解。
数字测试是给出一张商业类型的统计图表（肯定是用EXCEL做的），要求你就表中各项数据之间的逻辑关系进行运算；文字测试是给出一小段商业或者社会题材的文字，对文章的一些事实进行辨认，考察理解程度。
总得来说测试的能力主要包括（按重要性降序排列）：英文阅读速度；反应速度；逻辑推理；数字敏感度首先要说明的是，此种类型的能力测试属于压力测试。
就是考中让你一而看表一而发慌，考完让你很郁闷上半天：没做完！尤其是数字能力测试。
以我正式上场三次考试的经验，状态最好的时候，我完成了35道题目中的34道，仍然被迫猜了1道。
不夸张的说，这个成绩可以在所有大陆参加同类考试的参与者中排进top5%,在考虑到准确度之后。
敢于这么说的原因是，去年某银行的考试我在这项测试只完成到31道，依然进入了下一轮。
该银行在北大的笔试筛选率为10。
诡of 80o（二）准备工作据该公司说，此类能力测试的设计可以让参与者真实反映自身能力，通过模拟训练不会对结果有实质性影响。
对此我的评论：老外总是太低估中国学生的应试能力了，呵呵。
有把握的说，按照本文的提示进行对题型的熟悉和一定的练习，应试者可以在原有基础上至少提高10%的成绩。
第一步当然是熟悉题型，网上资源提示：就请自己在.shldirect. ± 搜索，这里是SHL公司的大本营，主要看的有考题示例和注册后可以参加的模拟考试。
KPMG —的考题示例这里都有，所以就不给出它的链接了；当然那个模拟考试比实际考题难度要低一个以上档次，只可用于熟悉，不能当成真实模拟。
最新各大投行四大快消外企SHL真题题库AptitudetestNumerLogicVerb
【最新投行| 四大|外企shl 真题题库|Aptitude test|Numer|Logic|Verb 】专门针对各大投行| 四大| 外企校园招聘、社会招聘笔试，资料包含了包含了各大投行、四大、快销等外企笔试Aptitude tests 官网全套题库【10 种题型1900 道试题详细解析】以及各大外企的100 余套shl 真题题库，适用于shl 、Kenexa、Cubiks 、TalentQ 、Saville Consulting 等测试，可作为各大投行、四大会计、各快消企业、各咨询公司等外企的笔试复习资料。
具体包括但不限于汇丰、渣打、花旗、恒生、瑞士、德意志、摩根大通、美林、巴莱克、毕马威、普华永道、德勤、安永，宝洁，联合利华、安利、玛氏、箭牌、百威、飞利浦等外企公司各职位，资料说明：本资料分为三个模块：第一部分：各大外企笔试Aptitude Tests 全套题库题库包含10 种题型1900 道试题详细解析，所有题目Questions 和Solutions 全部齐全，且含有详细解析，各种题型Tests 的套数和Questions 的数量与以下描述完全一致！！！第二部分：各大外企公司招聘历往考试的shl 真题集包含100余套shl 真题，以下列有详细目录，通常各公司为同一机构出题，且往往选自同一题库，出现原题的概率极高，因此参考性极强！！！第三部分：shl 笔试资源合集（shl 解题技巧，练习题等），包含90 余套shl 解题技巧，经典题，练习题等内容四大优势：1、aptitude tests 适用于多家公司，且带详细答案解析，不断更新2、100 多套真题题库都是历往考试真题，极具参考性，原题出现概率极高3、适用范围广，适用于 shl 、Kenexa 、Cubiks 、TalentQ 、SavilleConsulting 等测试4 、题型覆盖全面：包括 Numerical 、Logical 、Verbal 、Inductive 、 Diagrammatic 、 Situational Judgement 、 In-Tray and E-Tray 、Assessment Centre 、 Critical Thinking 、Error Checking 10 种题型第一部分：各大外企笔试 Aptitude Tests 全套题库题库 -- 与官网10 种题型 第二部分：各大外企公司招聘历往考试的 shl 真题集包含 100 余套 shl 真题， 详细目录： 获取方式或者直接掏宝联系望望名：素簌簌素保持同步更新第三部分：shl 笔试资源合集（shl 解题技巧，练习题等），该部分当日五星好评评语后获赠包含90 余套shl 解题技巧，经典题，练习题等内容，详细目录：。
初中数学香港竞赛试题及答案
初中数学香港竞赛试题及答案一、选择题（每题2分，共20分）1. 下列哪个数不是质数？A. 2B. 3C. 4D. 52. 一个圆的半径是5厘米，它的周长是多少厘米？A. 10πB. 15πC. 20πD. 25π3. 如果一个数的平方是16，那么这个数是多少？A. 4B. ±4C. 8D. ±84. 一个三角形的三个内角之和是多少度？A. 90度B. 180度C. 270度D. 360度5. 一个数的立方根是2，那么这个数是多少？A. 2B. 4C. 8D. 166. 如果一个直角三角形的两条直角边分别是3和4，那么斜边是多少？A. 5B. 6C. 7D. 87. 一个数的倒数是1/2，那么这个数是多少？A. 1/2B. 2C. 1D. 08. 一个数的绝对值是5，那么这个数可能是多少？A. 5B. -5C. 5或-5D. 都不是9. 一个数的平方根是4，那么这个数是多少？A. 16B. 8C. 4D. ±410. 一个正数的对数是2，那么这个数是多少？A. 10B. 100C. 1000D. 10000二、填空题（每题3分，共15分）11. 如果一个数的平方是25，那么这个数是_________。
12. 一个数的立方是27，那么这个数是_________。
13. 一个数的对数是3，那么这个数是_________。
14. 一个三角形的三个内角分别是40度，70度，那么第三个角是_________度。
15. 如果一个数的平方根是3，那么这个数是_________。
三、解答题（每题5分，共25分）16. 证明勾股定理。
17. 解释什么是黄金分割比例，并给出其数值。
18. 说明如何使用代数方法解一元二次方程。
19. 给出一个例子，说明如何使用因式分解来简化一个复杂的数学表达式。
20. 解释什么是函数，并给出一个简单的函数表达式。
四、综合应用题（每题10分，共30分）21. 一个矩形的长是宽的两倍，如果它的周长是24厘米，求矩形的长和宽。
2023银行校园招聘考试历年真题汇编EPI理科
2023银行校园招聘考试历年真题汇编·EPI理科数量关系（40） (1)数字推理（25） (12)思维策略（15） (18)资料分析（20） (22)数量关系（40）基本技巧与方法（15）1.（2017年交通银行秋招）汽车配件厂加工了一批零件，数量小于1000个，现在这批零件如果每4个装在一个小盒里，剩3个；如果每5个装在一个中盒里，剩2个；如果每6个装在一个大盒里，剩1个。
那么，这批零件最多有（）个。
A.953B.970C.967D.999【答案】C【解析】本题考查代入排除法。
所求为最多，先从最大的值999带入，不符合每5个一盒剩2这个条件，排除。
再代入970，不满足每4个装在一个小盒里，剩3个，排除。
再代入967，满足所有条件。
故选C项。
2.（2018年邮储银行秋招）一个三位数除以53后，得到一个正整数商，且余数是商的一半。
那么这个三位数最大是（）。
A.928B.890C.963D.990【答案】C【解析】本题考查代入排除法。
代入后只有C项，963÷53=18…9，满足余数是商的一半。
故选C项。
3.（2020年工行总部秋招）有四个数字，最大数字与最小数字之差为4，并且它们组成的最大数与组成的最小数之差为4176，四个数乘积为504。
则这四个数字是（）。
A.4、2、5、6B.3、6、7、4C.8、6、4、7D.1、4、3、5【答案】B【解析】本题考查代入排除法。
只有B项4个数的乘积是504，其他均不符合题意。
验证B项中最大数与最小数差为7-3=4，符合题意。
组成的最大数与最小数差为7643-3467=4176，符合题意。
故选B项。
4.（2020年工行总部秋招）学校购进一批文具用品（铅笔和圆珠笔）和体育器材（篮球和排球）。
其中，铅笔和圆珠笔之比为5:3，篮球和排球之比为3:7，则这批文具用品和体育器材之和可能为（）。
A.71B.83C.92D.101【答案】C【解析】铅笔和圆珠笔之比为5:3，则铅笔和圆珠笔之和为8的倍数。
渣打银行英文面试题汇总
渣打银行历史中英文Standard Chartered Bank was formed in 1969 through the merger of two separate banks, the Standard Bank of British South Africa and the Chartered Bank of India, Australia and China.英属南非标准银行(the Standard Bank of British South Africa)和印度、澳大利亚及中国渣打银行(The Chartered Bank of India, Australia and China)These banks had capitalised on（获利）the expansion of trade between Europe, Asia and Africa.The Chartered BankThe Chartered Bank was founded by James Wilson（詹姆斯威尔逊）following the grant of a Royal Charter by Queen Victoria in 1853.The bank opened in Mumbai (Bombay), Kolkata and Shanghai （孟买，加尔各答和上海）in 1858, followed by Hong Kong and Singapore in 1859.The traditional trade was in cotton from Mumbai, indigo（靛蓝）and tea from Kolkata, rice from Burma, sugar from Java（瓜哇岛）, tobacco（烟草）from Sumatra（苏门答腊）, hemp（麻）from Manila（马尼拉）and silk from Yokohama（横滨）.The bank played a major role in the development of trade with the East following the opening of the Suez Canal（苏伊士运河）in 1869 and the extension（扩展）of the telegraph to China in 1871.In 1957 Chartered Bank bought the Eastern Bank（东方银行）, together with the Ionian（爱奥尼亚）Bank's Cyprus（塞浦路斯）Branches and established a presence in the Gulf（海湾）.The Standard BankThe Standard Bank was founded（成立）in London in 1862 by John Paterson （约翰帕特森）from the Cape Colony（开普殖民地）in South Africa, and started business in Port Elizabeth（伊丽莎白港）in the following year.The bank was prominent（突出的）in financing the development of the diamond fields of Kimberley（金伯利）from the 1870s. It later extended its network further north to the new town of Johannesburg（约翰内斯堡）when gold was discovered there in 1886.The bank expanded in Southern, Central and Eastern Africa and had 600 offices（办事处）by 1953.In 1965, it merged（合并）with the Bank of West Africa, expanding itsoperations into Cameroon（喀麦隆）, Gambia（冈比亚）, Ghana（加纳）, Nigeria and Sierra Leone（塞拉利昂）.In 1987 Standard Chartered Bank sold its stake in the Standard Bank, which now operates as a separate entity.From the early 1990s,Standard Chartered has focused on developing its strong franchises in Asia, Africa and Middle East. It has concentrated on consumer, corporate and institutional banking and on the provision of treasury services---areas in which the Group had particular strength and expertise. Since 2000 the Bank has achieved several milestones (里程碑) with a number of strategic alliances and acquisitions., which have extended the customer and geographic reach and broadened the product range that Standard Chartered offers.China）曾称其为麦加利银行(Macquarie Bank)。
KPMG经典24题36题
目前最全KPMG09笔经整理截止10.19（附所有用的上的资料）[此帖已被设为推荐] 整理了目前网上出现的08年KPMG的笔经，为接下来笔试的同志们提供方便~~攒rp附件里打包今年最重要的24题和经典36题及24题的答案。
供大家参考，更多练习题请下SHL全套。
所有资料来源网络，尽可能的注明了原作者，让我们再一次感谢他们，并对他们进行深深的祝福~~verbal经典36题，numerical24及解答在本楼SHL全套在2-6楼，太大了，不得不分五个部分18号武汉笔经by caoweijia2008中文数字+英文逻辑。
我感觉大家不一定要一味追求速度，毕竟正确率是很重要的。
我数学做了2/3，还有两道空着了，我并没有任何的不安，我感觉前面我做的差不多多能做对吧，毕竟难度不是很大。
逻辑题全做完了，后三篇不是看得很细，基本上属于边看边猜型的，碰到了2道经典36题，对了，数学碰到了汇率，虽然不是经典24题中的那题，但是用到了一些原理，希望后面考的同学好好做下经典题，祝大家考试顺利，希望我能进面试哦！稳扎稳打，步步为营！呵呵KPMG 10月14日笔经by liu861201今天刚刚笔试好，上来和大家分享下。
Numerical时间很紧，图卡很烦。
没有exchange rate的题目，有可能太难今年不考。
出现了经典24题后三张图的题型。
V erbal 有36题的原题，分别是Section A B E 还有补充部分的F,所以大家可以好好看看，至少理解深刻，考场上不用读题，节省时间个人建议靠前把24题认认真真做一边，所有题目的思路必须理清初，要做到在考场上马上反映出思路的状态，不用想直接做，把事件留给没见过的题目。
希望大家都可以过。
我上传了24和36题，大家就不用到处乱找了。
有了面试和其他笔试经历我会继续和大家分享。
2008年10月18日南京笔经by yang_618南京：今天上午9点--kpmg 做verbal题时，时间没把握好，以至于后面剩下两三个短文都没时间看，于是乱选，并且还没把机读卡圆圈涂满，草草涂的，也不知道机器读的出来不numerical还好，但有几道题算出来没答案，我还“不抛弃不放弃”的把那几个题算了四五遍，最后还是没算出答案，结果乱选。
numerical test and verbal test(整理+练习方法)zz
PS:原本考虑过像新东方研究ETS一样对SHL题目进行解剖式的分析，但是后来考虑到这种考试本来就是用来衡量应聘者能力的，这么做弊大于利，所以只好作罢。另外，前几天很多同学都参加了ubs或者ml的onlinetest，之所以没有在test前发贴，除了个人时间上的原因以外，也是为了避免误导大家（毕竟偶的个人经验是一家之言），希望参加过test的同学进行改进和补充，谢谢。
下面介绍几个numerical test不错的练习：
1、JPmorgan的招聘主页上的关于 numerical test的练习：/content/content_33.htm
28道题25分钟做完，只有一套，发现自己做的慢的原因是在于总是无法正确看清楚题目要求
5、一些有关链接：
/links/psychometric.htm
三，其他需要注意的问题：
1，online test和现场考试的区别前面提到了，仅以我个人的经验，但就numerical test来说，onlinetest难度相对较高；verbal test现场笔试和online test难度差不多。onlinetest的题目是从题库里随机抽取的，所以会出现不同题目难度差别很大的情况。onlinetest一般选择了next下一题后就不可以回去改做过的题了，因为分值一样，所以需要懂得取舍和时间的合理安排。所以在前半段遇到难度特别大，没有把握较快完成，并且时间并不是很充裕的时候，不妨放弃一两题。现场考试的话，可以改前面的题，所以策略是先做容易的，难题最后再做。
2，practice 通常（不管是online test还是现场笔试）都会在正式开始test时让你做几道样题practice一下（online test可以反复做，题目不变），目的是让你适应一下题目类型，就像比赛前的热身。
渣打银行英文面试题汇总
渣打银行历史中英文Standard Chartered Bank was formed in 1969 through the merger of two separate banks, the Standard Bank of British South Africa and the Chartered Bank of India, Australia and China.英属南非标准银行(the Standard Bank of British South Africa)和印度、澳大利亚及中国渣打银行(The Chartered Bank of India, Australia and China)These banks had capitalised on（获利）the expansion of trade between Europe, Asia and Africa.The Chartered BankThe Chartered Bank was founded by James Wilson（詹姆斯威尔逊）following the grant of a Royal Charter by Queen Victoria in 1853.The bank opened in Mumbai (Bombay), Kolkata and Shanghai （孟买，加尔各答和上海）in 1858, followed by Hong Kong and Singapore in 1859.The traditional trade was in cotton from Mumbai, indigo（靛蓝）and tea from Kolkata, rice from Burma, sugar from Java（瓜哇岛）, tobacco（烟草）from Sumatra（苏门答腊）, hemp（麻）from Manila（马尼拉）and silk from Yokohama（横滨）.The bank played a major role in the development of trade with the East following the opening of the Suez Canal（苏伊士运河）in 1869 and the extension（扩展）of the telegraph to China in 1871.In 1957 Chartered Bank bought the Eastern Bank（东方银行）, together with the Ionian（爱奥尼亚）Bank's Cyprus（塞浦路斯）Branches and established a presence in the Gulf（海湾）.The Standard BankThe Standard Bank was founded（成立）in London in 1862 by John Paterson （约翰帕特森）from the Cape Colony（开普殖民地）in South Africa, and started business in Port Elizabeth（伊丽莎白港）in the following year.The bank was prominent（突出的）in financing the development of the diamond fields of Kimberley（金伯利）from the 1870s. It later extended its network further north to the new town of Johannesburg（约翰内斯堡）when gold was discovered there in 1886.The bank expanded in Southern, Central and Eastern Africa and had 600 offices（办事处）by 1953.In 1965, it merged（合并）with the Bank of West Africa, expanding itsoperations into Cameroon（喀麦隆）, Gambia（冈比亚）, Ghana（加纳）, Nigeria and Sierra Leone（塞拉利昂）.In 1987 Standard Chartered Bank sold its stake in the Standard Bank, which now operates as a separate entity.From the early 1990s,Standard Chartered has focused on developing its strong franchises in Asia, Africa and Middle East. It has concentrated on consumer, corporate and institutional banking and on the provision of treasury services---areas in which the Group had particular strength and expertise. Since 2000 the Bank has achieved several milestones (里程碑) with a number of strategic alliances and acquisitions., which have extended the customer and geographic reach and broadened the product range that Standard Chartered offers.China）曾称其为麦加利银行(Macquarie Bank)。
英国剑桥大学入学数学试题Question-paper-Unit-3-June-2014
Turn over P43410A©2014 Pearson Education Ltd.5/5/5/*P43410A0124*Instructionst Use black ink or ball-point pen.t Fill in the boxes at the top of this page with your name,centre number and candidate number.t Answer all questions.t A nswer the questions in the spaces provided– there may be more space than you need.t Calculators may be used.t I f your calculator does not have a ʌ button, take the value of ʌ to be3.142 unless the question instructs otherwise.Informationt The total mark for this paper is 80t T he marks for each question are shown in brackets– use this as a guide as to how much time to spend on each question.t Q uestions labelled with an asterisk (*) are ones where the quality of yourwritten communication will be assessed.Advicet Read each question carefully before you start to answer it.t Keep an eye on the time.t Try to answer every question.tCheck your answers if you have time at the end.2*P43410A0224*3*P43410A0324*Turn overAnswer ALL questions.Write your answers in the spaces provided.You must write down all stages in your working.1 Ann and Ben each have 20 cards. Ann gives 5 of her cards to Ben. Ben gives 8 of his cards to Ann.How many cards does each person have now?Ann ............................Ben ............................(Total for Question 1 is 3 marks)4*P43410A0424*2 Here are some triangles drawn on a grid.Two of these triangles are congruent.(a) Write down the letters of these triangles.............................and ............................(1)One of the triangles is similar to triangle B .(b) Write down the letter of this triangle.............................(1)(Total for Question 2 is 2 marks)ABCD E FG H I5*P43410A0524*Turn over3 Here is a polygon.(a) Write down the mathematical name of the polygon....................................................................................(1)(b) Draw a sketch of a hexagon.(1)(c) In the space below, draw accurately a rectangle with a length of 5 cmand a width of 3 cm.(2)(Total for Question 3 is 4 marks)6*P43410A0624*4 Sarah and Greta were in a diving competition. Here are the scores for each girl’s three dives. Sarah 8.8 9.0 9.3 Greta 9.0 9.0 9.0Who got the higher total score, Sarah or Greta?You must show your working........................................................(Total for Question 4 is 2 marks)5 Howard is going to paint a wall. He needs to buy some tins of paint. The area of the wall is 58 m 2.Each tin of paint will cover an area of 12 m 2.Work out the smallest number of tins of paint Howard needs to buy.............................(Total for Question 5 is 2 marks)7*P43410A0724*Turn over8*P43410A0824*7 138 people are going on a school trip.Each person will travel by coach or by minibus. Steve gets 3 coaches for the trip.Each coach has seats for 35 passengers. Steve also needs some minibuses for the trip. Each minibus has seats for 10 passengers.Work out the smallest number of minibuses Steve needs.........................................................(Total for Question 7 is 3 marks)9*P43410A0924*Turn over10*P43410A01024*9 Kimona is going to cook some meat.She uses this rule to work out the cooking time in minutes.cooking time in minutes = weight of meat in kg × 40 and then add 15Kimona wants to finish cooking the meat at 1 pm. The weight of the meat is 1.5 kg.Work out the latest time Kimona can start to cook the meat........................................................(Total for Question 9 is 3 marks)11 (a) Work out +8 í 6.............................(1)out í5 í 4(b)Work.............................(1)out í12 · +4Work(c).............................(1)(Total for Question 11 is 3 marks)12P = n + 2tn = 4t = 5Work out the value of P.P = .............................(Total for Question 12 is 2 marks)13The information in the table can be used to change between Euros (€) and Pounds (£).Pounds (£)1020100400Euros (€)12.5025125500(a) Change £25 to Euros.€.............................(2)In France a coat costs €100In England an identical coat costs £90*(b) In which country is the coat cheaper?(3)(Total for Question 13 is 5 marks)17Fadiq is going to make some dresses.She needs 675 centimetres of thread for each dress.Fadiq wants to make 8 dresses.She has 50 metres of thread.Does Fadiq have enough thread for the 8 dresses?You must show how you got your answer.(Total for Question 17 is 3 marks)*Here is information about two investments.18Investment A Invest £2400 for 3 years and get £8 each month.Investment B Invest £2400 for 3 years at a rate of 3.5% per year simple interest.Which is the better investment?You must show your working.(Total for Question 18 is 5 marks)19 The side elevation and the front elevation of a cuboid are drawn on the centimetre grid.On the grid, draw an accurate plan of the cuboid.(Total for Question 19 is 2 marks)side elevationfront elevation20Glen buys four tickets for a concert.Each ticket costs £54Glen also has to pay a booking fee.The booking fee is 5% of the total price of the tickets.Work out the total amount Glen has to pay.£..............................................................(Total for Question 20 is 3 marks)21* Tea bags are sold in three sizes of box.A small box of 50 tea bags costs £2.15 A medium box of 80 tea bags costs £3.29 A large box of 125 tea bags costs £5.17Which size of box is the best value for money?(Total for Question 21 is 4 marks)Small 50 bags £2.15Medium 80 bags £3.29Large 125 bags £5.1722 Stephanie is x years old.Tobi is twice as old as Stephanie.Ulrika is 3 years younger than Tobi.The sum of all their ages is 52 years.that 5x – 3 = 52Show(a)(3)(b) Work out the value of x.x = .............................(2)(Total for Question 22 is 5 marks)25 Make h the subject of the formula x = 5h + 8.......................................................(Total for Question 25 is 2 marks)TOTAL FOR PAPER IS 80 MARKS。