Perit Industries has $130,000 to invest. The company is trying to decide between two alternative uses of the funds. The alternatives are:
Project A | Project B | |||
Cost of equipment required | $ | 130,000 | $ | 0 |
Working capital investment required | $ | 0 | $ | 130,000 |
Annual cash inflows | $ | 21,000 | $ | 65,000 |
Salvage value of equipment in six years | $ | 8,100 | $ | 0 |
Life of the project | 6 years | 6 years | ||
The working capital needed for project B will be released at the end of six years for investment elsewhere. Perit Industries’ discount rate is 17%.
Required:
1. Compute the net present value of Project A. (Enter negative values with a minus sign. Round your final answer to the nearest whole dollar amount.)
2. Compute the net present value of Project B. (Enter negative values with a minus sign. Round your final answer to the nearest whole dollar amount.)
3. Which investment alternative (if either) would you recommend that the company accept?
Solution:
1. NPV of project A
= - cost + annual cash inflow x APVF + Salvage value x PVF
= -130,000 + 21,000 x 3.58918 + 8100 x 0.38984
= -130,000 + 75,372.78 + 3,157.70
= - $51,469.52 ( rounded off as $51,470)
2. NPV of project B
= working capital + annual cash inflow x APVF + working capital x PVF
= -130,000 + 65,000 x 3.58918 + 130,000 x 0.38984
= -130,000 + 233,296.70 + 50,679.20
= $153,976
3. We should recommend project B as it has positive net present value.
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