NPV = PV of Cash Inflows - PV of Cash Outflows
Month | CF | PVF @1% | Disc CF |
1 | $ 50,000.00 | 0.9901 | $ 49,504.95 |
2 | $ 50,000.00 | 0.9803 | $ 49,014.80 |
3 | $ 50,000.00 | 0.9706 | $ 48,529.51 |
4 | $ 50,000.00 | 0.9610 | $ 48,049.02 |
5 | $ 50,000.00 | 0.9515 | $ 47,573.28 |
6 | $ 50,000.00 | 0.9420 | $ 47,102.26 |
7 | $ 50,000.00 | 0.9327 | $ 46,635.90 |
8 | $ 50,000.00 | 0.9235 | $ 46,174.16 |
9 | $ 50,000.00 | 0.9143 | $ 45,716.99 |
10 | $ 50,000.00 | 0.9053 | $ 45,264.35 |
11 | $ 50,000.00 | 0.8963 | $ 44,816.19 |
12 | $ 50,000.00 | 0.8874 | $ 44,372.46 |
PV of Cash Inflows | $ 5,62,753.87 | ||
Initial Outflow | $ 2,43,000.00 | ||
NPV | $ 3,19,753.87 |
Calculate the net present value of a project which requires an initial investment of $243,000 and it is expected to gen...
Calculate the Net Present Value of a project which requires an initial investment of $255000 and it is expected to generate a cash inflow of $30000 each month for 12 months. Assume that the salvage value of the project is zero. The target rate of return is 14% per annum. Write the formula and calculate NPV. Justify the result.
3- A project requires an initial investment of $225,000 and is expected to generate the following net cash inflows: Year 1 $ 95000 Year 2 $ 80000 Year 3 $ 60000 Year 4 S 55000 Required :Compute net present value of the project if the minimum desired rate of return is 12%
A capital investment project requires an investment of £100,000 and has an expected life of four years. Annual cash flows, which occur evenly throughout 5 years amount to £45,000 per annum. The net present value of the project using a 12 percent discount rate is Select one: a. £33,732 b. £68,162 c. £62,225 d. £98,980 e. £28,162
Calculate the net present value for a 15-year project with an initial investment of $ 0 and a cash inflow of $2,000 per year. Assume that the firm has an opportunity cost of 13%. Comment on the acceptability of the project. The project's net present value is $____ .
Initial investment............... $80,000 Annual after-tax cash inflow............. ? Salvage value........................ $0 Net present value................ $13,600 Life of the project................ 7 years Discount rate........................ 12% Based on the data given above, the annual cash inflow from the project after the initial investment is closest to... (assume the after-tax cash flows are the same each year) Select one: a. $36,428 b. $22,766 c. $23,747 d. $20,509 e. $32,894
A project requires an initial investment of $4,000. The project is expected to generate positive cash flows of $2,500 a year for next three years and additional $300 in the last year (i.e., third year) of the project’s life. The required rate of return is 12%. What is the project’s net present value (NPV)? Based on the calculated NPV, should the project be accepted or rejected?
1. Calculate the net present value (NPV) for a 10-year project with an initial investment of $25,000 and a cash inflow of $7,000 per year. Assume that the firm has an opportunity cost of 17%. The project's net present value is $_____.
Calculate the net present value (NPV) for a 20-year project with an initial investment of $10 comma 000 and a cash inflow of $2 comma 000 per year. Assume that the firm has an opportunity cost of 14%. Comment on the acceptability of the project The project's net present value is ____
NPV Calculate the net present value (NPV) for a 20-year project with an initial investment of $10,000 and a cash inflow of $2,000 per year. Assume that the firm has an opportunity cost of 16%. Comment on the acceptability of the project. The project's net present value is $ (Round to the nearest cent.)
NPV Calculate the net present value (NPV) for a 30-year project with an initial investment of $25,000 and a cash inflow of $4,000 per year. Assume that the firm has an opportunity cost of 18% Comment on the acceptability of the project. The project's net present value is S□ (Round to the nearest cent ) Enter your answer in the answer box and then click Check Answer part remainin Clear All javascriptdoExercise(3);