Exam 4: Discounted Cash Flow Valuation

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A growing perpetuity is currently valued $6,225.81.The next annuity payment will be $386 and the discount rate is 9 percent.What is the annuity's rate of growth?

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Ted purchased an annuity today that will pay $1,000 a month for five years.He received his first monthly payment today.Allison purchased an annuity today that will pay $1,000 a month for five years.She will receive her first payment one month from today.Which one of the following statements is correct concerning these two annuities?

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Olivia is willing to pay $185 a month for four years for a car payment.If the interest rate is 4.9 percent,compounded monthly,and she has a cash down payment of $2,500,what price car can she afford to purchase?

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Assume you borrow $6,600 for three years.How much will you still owe after the three years if you pay all of the payments as set forth in the loan's amortization schedule?

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There are multiple factors that affect the value of an annuity.Explain what these four factors are and discuss how a change in each factor will impact both the present value and the future value of the annuity.

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Christina will receive annuity payments of $1,200 a year for five years,with the first payment occurring at Year 4.What is the value of this annuity to her today at a discount rate of 7.25 percent?

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Anna's grandmother established a trust and deposited $250,000 into it.The trust pays a guaranteed 4.25 percent rate of return.Anna will receive all the interest earnings on an annual basis and a charity will receive the principal amount at Anna's passing.How much income will Anna receive each year?

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At a discount rate of 5 percent,which one of the following is the correct formula for computing the PV of $1 to be received one year from today?

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You are comparing two investment options,each of which will provide $15,000 of total income.Option A pays five annual payments starting with $5,000 the first year followed by four annual payments of $2,500 each.Option B pays five annual payments of $3,000 each.Which one of the following statements is correct given these two investment options?

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TH Manufacturers expects to generate cash flows of $129,600 for the next two years.At the end of the two years the business will be sold for an estimated $3.2 million.What is the value of this business at a discount rate of 14 percent?

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What rate of return should be used to compute the NPV of a proposed purchase of Smiley's,an operating business?

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Suzette is receiving $10,000 today,$15,000 one year from today,and $25,000 four years from today.If she invests these funds immediately and earns 9.6 percent annually,how much will she have in savings 30 years from today?

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Tobi owns a perpetuity that will pay $1,500 a year,starting one year from now.He offers to sell you all the payments remaining after the first 25 payments have been paid.What price should you offer him today for payments 26 onward if the discount rate is 8 percent? What does your offer price illustrate about the value of perpetuities?

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Eleven years ago,a guitar cost $1,800.Today,that same guitar costs $3,650.What has been the inflation rate on this instrument?

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An interest rate that is compounded monthly,but is expressed as if the rate were compounded annually,is called the ________ rate.

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Over the next three years,Marti plans to save $2,000,$2,500,and $3,000,respectively,starting one year from today.You want to have as much money as Marti does three years from now but you plan to make one lump sum investment today.What amount must you save today if you both earn 4.65 annually?

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The preferred stock of ABC Co.offers a rate of return of 7.87 percent.The stock is currently priced at $63.53 per share.What is the amount of the annual dividend?

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You are comparing two annuities with equal present values.The applicable discount rate is 6.5 percent.One annuity will pay $2,000 annually,starting today,for 20 years.The second annuity will pay annually,starting one year from today,for 20 years.What is the annual payment for the second annuity?

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An annuity stream of cash flow payments is a set of:

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You expect an investment to return $11,300,$14,600,$21,900,and $38,400 annually over the next four years,respectively.What is this investment worth to you today if you desire a rate of return of 16.5 percent?

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