Time,andCapitalMarkets(微观经济学-华侨大学,Je.pptx
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1、Chapter 15Investment,Investment,Time,and Time,and Capital MarketsCapital Markets1Chapter 1Topics to be DiscussednStocks Versus FlowsnPresent Discounted ValuenThe Value of a BondnThe Net Present Value Criterion for Capital Investment Decisions2Chapter 1Topics to be DiscussednAdjustments for RisknInve
2、stment Decisions by ConsumersnIntertemporal Production Decisions-Depletable ResourcesnHow are Interest Rates Determined?3Chapter 1IntroductionnCapitallChoosing an input that will contribute to output over a long period of timelComparing the future value to current expenditures4Chapter 1Stocks Versus
3、 FlowsnStocklCapital is a stock measurement.uThe amount of capital a company owns5Chapter 1Stocks Versus FlowsnFlowslVariable inputs and outputs are flow measurements.uAn amount per time period6Chapter 1Present Discounted Value(PDV)nDetermining the value today of a future flow of incomelThe value of
4、 a future payment must be discounted for the time period and interest rate that could be earned.7Chapter 1Present Discounted Value(PDV)nFuture Value(FV)8Chapter 1Present Discounted Value(PDV)nQuestionlWhat impact does R have on the PDV?9Chapter 1PDV of$1 Paid in the Future0.01$0.990$0.980$0.951$0.90
5、5$0.820$0.7420.02 0.980 0.961 0.906 0.820 0.673 0.5520.03 0.971 0.943 0.863 0.744 0.554 0.4120.04 0.962 0.925 0.822 0.676 0.456 0.3080.05 0.952 0.907 0.784 0.614 0.377 0.2310.06 0.943 0.890 0.747 0.558 0.312 0.174Interest Rate1 Year2 Years3 Years4 Years5 Years6 Years10Chapter 1PDV of$1 Paid in the F
6、uture0.07 0.935 0.873 0.713 0.508 0.258 0.1310.08 0.926 0.857 0.681 0.463 0.215 0.0990.09 0.917 0.842 0.650 0.422 0.178 0.0750.10 0.909 0.826 0.621 0.386 0.149 0.0570.15 0.870 0.756 0.497 0.247 0.061 0.0150.20 0.833 0.694 0.402 0.162 0.026 0.004Interest Rate1 Year2 Years3 Years4 Years5 Years6 Years1
7、1Chapter 1Present Discounted Value(PDV)nValuing Payment StreamslChoosing a payment stream depends upon the interest rate.12Chapter 1Two Payment StreamsPayment Stream A:$100$100 0Payment Stream B:$20$100$100Today1 Year2 Years13Chapter 1Two Payment Streamsn 14Chapter 1PDV of Payment StreamsPDV of Stre
8、am A:$195.24$190.90$186.96$183.33PDV of Stream B:205.94193.54182.57172.77R=.05R=.10R=.15R=.20Why does the PDV of A relative to B increase as R increases and vice versa for B?15Chapter 1The Value of Lost EarningsnPDV can be used to determine the value of lost income from a disability or death.16Chapt
9、er 1The Value of Lost EarningsnScenariolHarold Jennings died in an auto accident January 1,1986 at 53 years of age.lSalary:$85,000lRetirement Age:6017Chapter 1The Value of Lost EarningsnQuestionlWhat is the PDV of Jennings lost income to his family?uMust adjust salary for predicted increase(g)lAssum
10、e an 8%average increase in salary for the past 10 years18Chapter 1The Value of Lost EarningsnQuestionlWhat is the PDV of Jennings lost income to his family?uMust adjust for the true probability of death(m)from other causeslDerived from mortality tables19Chapter 1The Value of Lost EarningsnQuestionlW
11、hat is the PDV of Jennings lost income to his family?uAssume R=9%lRate on government bonds in 198320Chapter 1The Value of Lost Earningsn 21Chapter 1Calculating Lost Wages1986$85,000.9911.000$84,235198791,800.990.91783,339198899,144.989.84282,5611989107,076.988.77281,6711990115,642.987.70880,81019911
12、24,893.986.65080,0431992134,884.985.59679,1851993145,675.984.54778,408YearW0(1+g)t(1-mt)1/(1+R)tW0(1+g)t(1-mt)/(1+R)t22Chapter 1The Value of Lost EarningsnFinding PDVlThe summation of column 4 will give the PDV of lost wages($650,252)lJennings family could recover this amount as compensation for his
13、 death.23Chapter 1The Value of a BondnDetermining the Price of a BondlCoupon Payments=$100/yr.for 10 yrs.lPrincipal Payment=$1,000 in 10 yrs.24Chapter 1Present Value ofthe Cash Flow from a BondInterest RatePDV of Cash Flow($thousands)00.050.100.150.200.51.01.52.0Why does the value declineas the rate
14、 increases?25Chapter 1The Value of a BondnPerpetuitieslPerpetuities are bonds that pay out a fixed amount of money each year,forever.26Chapter 1Effective Yield on a BondnCalculating the Rate of Return From a Bond27Chapter 1Effective Yield on a BondnCalculating the Rate of Return From a Bond28Chapter
15、 1Effective Yield on a BondInterest Rate00.050.100.150.200.51.01.52.0PDV of Payments(Value of Bond)($thousands)Why do yields differamong different bonds?The effective yield is the interestrate that equates the presentvalue of a bonds payment stream with the bonds market price.29Chapter 1The Yields o
16、n Corporate BondsnIn order to calculate corporate bond yields,the face value of the bond and the amount of the coupon payment must be known.nAssumelIBM and Polaroid both issue bonds with a face value of$100 and make coupon payments every six months.30Chapter 1The Yields on Corporate BondsnClosing pr
17、ices for each July 23,1999:IBM 53/8 09 5.830 92 -11/2 Polaroid 111/2 0610.8 80 106 -5/8 a:coupon payments for one year($5.375)b:maturity date of bond(2009)c:annual coupon/closing price($5.375/92)d:number traded that day(30)e:closing price(92)f:change in price from previous day(-11/2)a b c d e f31Cha
18、pter 1The Yields on Corporate BondsnThe IBM bond yield:lAssume annual paymentsl2009-1999=10 years32Chapter 1The Yields on Corporate BondsnThe Polaroid bond yield:Why was PolaroidR*greater?33Chapter 1The Net Present Value Criterionfor Capital Investment DecisionsnIn order to decide whether a particul
19、ar capital investment is worthwhile a firm should compare the present value(PV)of the cash flows from the investment to the cost of the investment.34Chapter 1nNPV CriterionlFirms should invest if the PV exceeds the cost of the investment.The Net Present Value Criterionfor Capital Investment Decision
20、s35Chapter 1n The Net Present Value Criterionfor Capital Investment Decisions36Chapter 1nThe Electric Motor Factory(choosing to build a$10 million factory)l8,000 motors/month for 20 yrsuCost=$42.50 eachuPrice=$52.50uProfit=$10/motor or$80,000/monthuFactory life is 20 years with a scrap value of$1 mi
21、llionlShould the company invest?The Net Present Value Criterionfor Capital Investment Decisions37Chapter 1nAssume all information is certain(no risk)lR=government bond rateThe Net Present Value Criterionfor Capital Investment Decisions38Chapter 1Net Present Value of a FactoryInterest Rate,R00.050.10
22、0.150.20-6Net Present Value($millions)-4-20246810The NPV of a factory is the presentdiscounted value of all the cashflows involved in building andoperating it.R*=7.539Chapter 1nReal versus Nominal Discount RateslAdjusting for the impact of inflationlAssume price,cost,and profits are in real termsuIn
23、flation=5%The Net Present Value Criterionfor Capital Investment Decisions40Chapter 1nReal versus Nominal Discount RateslAssume price,cost,and profits are in real termsuTherefore,lP=(1.05)(52.50)=55.13,Year 2 P=(1.05)(55.13)=57.88.lC=(1.05)(42.50)=44.63,Year 2 C=.lProfit remains$960,000/yearThe Net P
24、resent Value Criterionfor Capital Investment Decisions41Chapter 1nReal versus Nominal Discount RateslReal R=nominal R-inflation=9-5=4The Net Present Value Criterionfor Capital Investment Decisions42Chapter 1Net Present Value of a FactoryInterest Rate,R00.050.100.150.20-6Net Present Value($millions)-
25、4-20246810If R=4%,the NPV ispositive.The companyshould invest inthe new factory.43Chapter 1nNegative Future Cash FlowslInvestment should be adjusted for construction time and losses.The Net Present Value Criterionfor Capital Investment Decisions44Chapter 1nElectric Motor FactorylConstruction time is
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