Homework Clinic
Social Science Clinic => Business => Topic started by: HCHenry on Jun 7, 2019
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The introduction of a new product requires an immediate outlay of $145 000 and has a residual value of $30 000 after 10 years. The anticipated net returns from the marketing of the product are expected to be $25 500 per year for ten years. What is the rate of return on the investment (correct to the nearest tenth of a percent)?
a) Use linear interpolation to find the approximate value of the rate of return.
b) Find the answer using Cash Flow and IRR.
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PVOUT = 145 000 - 30 000-10;
PVIN = 25 500
NPV = PVIN - PVOUT
Index = × 100%; Increase/Decrease in Rate = /4 rounded
Calculations below show the attempts in approximating the ROI
Attempts | i = 16% | i = 10% | i = 14% | i = 12% |
PVOUT | 138 199 | 133 434 | 136 908 | 135 341 |
PVIN | 123 247 | 156 686 | 133 011 | 144 081 |
NPV | -14 952 | 23 2534 | -38973897 | 8740 |
Index | 89 | 117 | 97 | 106 |
Inc/Decr Rate | -3 | 4 | -1 | 2 |
| ROI < 16% | ROI > 10% | ROI < 14% | ROI > 12% |
Hence, 12% < ROI < 14%. Use linear approximation to find the approximate value of ROI.
d = = 1.38%
The rate of return, correct to the nearest tenth of a percent, is 13.4%
Compute IRR = 13.353832 = 13.4%
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