Hinda Company has gathered the following information related to an investment in new equipment: annual net cash inflows ....................... $ 46,000 initial investment ............................ ??? life of new equipment ......................... 10 years working capital needed now .................... $ 37,000 cost of capital ............................... 10% income tax rate ............................... 30% Assume the working capital needed now will be released for investment elsewhere at the end of the project. The after-tax net present value of the project was calculated as $24,740. Calculate the amount of the initial investment. To answer this question use the present value table factors given below. Factors from the present value of a lump sum table for: i = 10% n = 6 n = 7 n = 8 n = 9 n = 10 0.565 0.513 0.467 0.424 0.385 Factors from the present value of an annuity table for: i = 10% n = 6 n = 7 n = 8 n = 9 n = 10 4.355 4.868 5.335 5.759 6.500
please label final answer as answer=............................
Solution:
Particular | Amount | Working | |
Annual saving | $135,779.79 | (Depreciation + Net income before tax | |
Less: | Depreciation | $28,850.50 | |
Net income before tax | $106,929.29 | (Income after tax/0.70) | |
Less: | Tax | $32,078.79 | |
Income after tax | $74,850.50 | (Net annual cash flow + Depreciation) | |
Add: | Depreciation' | $28,850.50 | |
Net annual cash flow | $46,000 | ||
Pv factor | 6.5 | ||
Net saving | $299,000 | ||
Working capital | $14,245 | ||
Pv amount | $313,245 | ||
Less: | Initial investment | $288,505 |
Balancing figure |
NPV | $24,740 | ||
Depreciation | 288505/10 |
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