1.) Organic Farms is considering an investment in a new irrigation system that will cost $65,000 and last for four years. The firm's cost of capital, appropriate for this project, is 8.00% per year. The incremental free cash flows for the irrigation project are as follows:
Year |
Free Cash Flows |
0 |
-$65,000 |
1 |
20,300 |
2 |
20,300 |
3 |
20,300 |
4 |
20,300 |
Compute the NPV for the project.
Round your answer to the nearest penny. For example, $2,371.243 should be entered as 2371.24
2.) Please identify the correct formula used to answer the previous question.
Ans : NPV = Present value of cash inflows - present value of cash outflows
Present value of cash outflows = $ 65,000
Present value of cash inflows = $ 20,300 * Present value annutiy factor ( 8% , 4 years)
= $ 20,300 * [ (1/(1.08) + 1/(1.08)2 + 1/(1.08)3 +1/(1.08)4 ]
= $ 20,300 * [ 0.9259 + 0.8573 + 0.7938 + 0.7350 ]
= $ 20,300 * 3.3121
= $ 67,236.17485
= $ 67,236.17
NPV = Present vaule of cash inflows - present value of cash outflows
= $ 67,236.17 - $ 65,000
= 2,236.17
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