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You invest a single amount of $10,000 for 5 years at 10 percent. At the end of 5 years you take the proceeds and invest them for 12 years at 15 percent. How much will you have after 17 years?

Short Answer

Expert verified

The investor will have $86,166.31 after 17 years.

Step by step solution

01

Identification of the required information

Present value (PV) = $10,000

Period (n1) = 5 years

Period (n2) = 12 years

Interest Rate (i1) = 10%

Interest Rate (i2) = 15%

02

Future value (FV) after 17 years

FV=PV×1+i1n1×1+i2n2=$10,000×1+10%5×1+15%12=$86,166.31

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Most popular questions from this chapter

Why is the remaining time to maturity an important factor in evaluating the impact of a change in yield to maturity on bond prices?

How does the modified internal rate of return include concepts from both the traditional internal rate of return and the net present value methods? (LO12-4)

Keller Construction is considering two new investments. Project E calls for the purchase of earthmoving equipment. Project H represents an investment in a hydraulic lift. Keller wishes to use a net present value profile in comparing the projects. The investment and cash flow patterns are as follows:

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  1. Determine the net present value of the projects based on a zero percent discount rate.

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  5. If the two projects are mutually exclusive (the selection of one precludes the selection of the other), what would be your decision if the cost of capital is (1) 6 percent, (2) 13 percent, (3) 18 percent? Once again, use the net present value profile for your answer.

What approaches can be taken in valuing a firm’s stock when there is no cash dividend payment?

Kilgore Natural Gas has a $1,000 par value bond outstanding that pays 9 percent annual interest. The current yield to maturity on such bonds in the market is 12 percent. Compute the price of the bonds for these maturity dates:

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