Annual cash inflows from two competing investment opportunities are given below. Each investment opportunity will require the same initial investment. Compute the present value of the cash inflows for each investment using a 16% discount rate. (PLEASE ROUND EACH DISCOUNTED CASH FLOW TO THE NEAREST DOLLAR)
Year |
Investment X |
Investment Y |
1 |
$5,500 |
7,000 |
2 |
6,000 |
6,500 |
3 |
6,500 |
6,000 |
4 |
7,000 |
5,500 |
Total |
$25,000 |
$25,000 |
Answer-
Calculation of Net Present Value the cash inflows | |||
Investment X | |||
Net Cash Flows $ (a) | Present Value of 1 at 16% (b) | Present Value of cash flows (c=a*b) $ | |
Year 1 | 5500 | 0.862 | 4741 |
Year 2 | 6000 | 0.743 | 4458 |
Year 3 | 6500 | 0.641 | 4167 |
Year 4 | 7000 | 0.552 | 3864 |
Totals | |||
Total present value of cash inflows | 17230 |
Calculation of Net Present Value the cash inflows | |||
Investment Y | |||
Net Cash Flows $ (a) | Present Value of 1 at 16% (b) | Present Value of cash flows (c=a*b) $ | |
Year 1 | 7000 | 0.862 | 6034 |
Year 2 | 6500 | 0.743 | 4830 |
Year 3 | 6000 | 0.641 | 3846 |
Year 4 | 5500 | 0.552 | 3036 |
Totals | |||
Total present value of cash inflows | 17746 |
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