In: Finance
Year | 0 | 1-14 | 15 |
Initial Investment | -537800 | ||
investment in working capital | -80000 | ||
annual sales | 250000 | 250000 | |
annual expense | 150000 | 150000 | |
annual depreciation | 26250 | 26250 | |
operating profit | 73750 | 73750 | |
less tax-28% | 20650 | 20650 | |
after tax profit | 53100 | 53100 | |
add depreciation | 26250 | 26250 | |
scrap value of machine | 140000 | ||
recovery of working capital | 80000 | ||
net operating cash flow | -617800 | 79350 | 299350 |
Year | cash flow | ||
0 | -617800 | ||
1 | 79350 | ||
2 | 79350 | ||
3 | 79350 | ||
4 | 79350 | ||
5 | 79350 | ||
6 | 79350 | ||
7 | 79350 | ||
8 | 79350 | ||
9 | 79350 | ||
10 | 79350 | ||
11 | 79350 | ||
12 | 79350 | ||
13 | 79350 | ||
14 | 79350 | ||
15 | 299350 | ||
E- IRR =Using IRR function in MS excel | IRR(G1238:G1253) | 10.97% | |
F-Yes project should be accepted as IRR of the project is 10.97% which is greater than RRR of 8% so as an IRR acceptance rule (IRR>RRR Accept the proposal)Project should accepted for implementation. | |||
G- | |||
NPV at 0% =Using NPV function in MS excel | NPV(0%,G1239:G1253)+G1238 | 792450.00 | |
NPV at 2% =Using NPV function in MS excel | NPV(2%,G1239:G1253)+G1238 | 565252.30 | |
NPV at 4% =Using NPV function in MS excel | NPV(4%,G1239:G1253)+G1238 | 386602.23 | |
NPV at 6% =Using NPV function in MS excel | NPV(6%,G1239:G1253)+G1238 | 244665.27 | |
NPV at 8% =Using NPV function in MS excel | NPV(8%,G1239:G1253)+G1238 | 130747.81 | |
NPV at 10% =Using NPV function in MS excel | NPV(10%,G1239:G1253)+G1238 | 38408.66 | |
NPV at 12% =Using NPV function in MS excel | NPV(12%,G1239:G1253)+G1238 | -37164.73 | |
NPV at 14% =Using NPV function in MS excel | NPV(14%,G1239:G1253)+G1238 | -99597.74 | |
NPV at 16% =Using NPV function in MS excel | NPV(16%,G1239:G1253)+G1238 | -151643.61 | |
NPV at 18% =Using NPV function in MS excel | NPV(18%,G1239:G1253)+G1238 | -195409.79 | |
NPV at 20% =Using NPV function in MS excel | NPV(20%,G1239:G1253)+G1238 | -232522.04 |