In: Finance
For problems 5 & 6 use required nominal annual return: | 10.00% | ||
5. Consider the following end-of-year cash flows: | |||
Year | Cash flow | 0 | |
0 | $0.00 | ||
1 | $40.00 | ||
2 | $60.00 | ||
3 | $60.00 | ||
Present Value | |||
a. What is the present value of these cash flows (in year 0)? | $0.00 | ||
b. If the purchase price of this investment is $140 today, would you buy it? Why? | |||
(Compare instrinsic value to actual price) | |||
c. What is the expected rate of return on this investment if the purchase price is $140? | |||
Year | Cash flow | Internal Rate of Return | |
0 | -$140.00 | ||
1 | $40.00 | ||
2 | $60.00 | ||
3 | $60.00 | ||
d. Would you buy this investment based on your answer to part c. and why? | |||
(Compare expected return to required return). | |||
Solution:-
A. To calculate Present Value of Cash Flows-
Present Value of Cash flows = $131.03
If Purchase price of this Investment is $140 today we not buy because Investment is overvalued.
C. To calculate Expected Rate of Return-
Expected Rate of Return is 6.55%
We are not buy because Expected Rate of Return of the Investment is lower than companies discount Rate.
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