Question
Suppose Blue Thumb Tools is considering the introduction of a new, heavier hammer to be used for driving spikes. The new hammer will cost $490,000.
Suppose Blue Thumb Tools is considering the introduction of a new, heavier hammer to be used for driving spikes. The new hammer will cost $490,000. The cost will be depreciated straight-line to zero over the projects five-year life, at the end of which the new hammer can be scrapped for $40,000. The new hammer will save the firm $146,000 per year in pretax operating costs, and it required an initial investment in net working capital of $35,000. The tax rate of the firm is 30%. What are the cash flows of firms new project (using a time line)?WACC 11.11%
year | 0 | 1 | 2 | 3 | 4 | 5 | ||
savings | 146000 | 146000 | 146000 | 146000 | 146000 | |||
depreciation | 90000 | 90000 | 90000 | 90000 | 90000 | |||
EBIT | 56000 | 56000 | 56000 | 56000 | 56000 | |||
tax@30% | 16800 | 16800 | 16800 | 16800 | 16800 | |||
EAT | 39200 | 39200 | 39200 | 39200 | 39200 | |||
depreciation | 90000 | 90000 | 90000 | 90000 | 90000 | |||
Operating Cash Flows | 129200 | 129200 | 129200 | 129200 | 129200 | |||
cost | -490000 | |||||||
NWC | -35000 | 35000 | ||||||
Aftertax salvage Value | 40000 | |||||||
Cash flows | -525000 | 129200 | 129200 | 129200 | 129200 | 204200 | 10.79% IRR | |
pv@10% | 1 | 0.9091 | 0.8264 | 0.7513 | 0.683 | 0.6209 | ||
present value | $ (525,000.00) | $ 117,455.72 | $ 106,770.88 | $ 97,067.96 | $ 88,243.60 | $ 126,787.78 | $ 11,325.94 | NPV |
Depreciation | 90000 | .=(490000-40000)/5 |
10. What is the net present value of this project (list your setups)? WACC 11.11%
year | 0 | 1 | 2 | 3 | 4 | 5 | ||
savings | 146000 | 146000 | 146000 | 146000 | 146000 | |||
depreciation | 90000 | 90000 | 90000 | 90000 | 90000 | |||
EBIT | 56000 | 56000 | 56000 | 56000 | 56000 | |||
tax@30% | 16800 | 16800 | 16800 | 16800 | 16800 | |||
EAT | 39200 | 39200 | 39200 | 39200 | 39200 | |||
depreciation | 90000 | 90000 | 90000 | 90000 | 90000 | |||
Operating Cash Flows | 129200 | 129200 | 129200 | 129200 | 129200 | |||
cost | -490000 | |||||||
NWC | -35000 | 35000 | ||||||
Aftertax salvage Value | 40000 | |||||||
Cash flows | -525000 | 129200 | 129200 | 129200 | 129200 | 204200 |
| 10.79% IRR |
pv@10% | 1 | 0.9091 | 0.8264 | 0.7513 | 0.683 | 0.6209 | ||
present value | $ (525,000.00) | $ 117,455.72 | $ 106,770.88 | $ 97,067.96 | $ 88,243.60 | $ 126,787.78 | $ 11,325.94 | NPV |
Depreciation | 90000 | .=(490000-40000)/5 |
11. What is the IRR of this project (list your setups)? WACC 11.11%
year | 0 | 1 | 2 | 3 | 4 | 5 | ||
savings | 146000 | 146000 | 146000 | 146000 | 146000 | |||
depreciation | 90000 | 90000 | 90000 | 90000 | 90000 | |||
EBIT | 56000 | 56000 | 56000 | 56000 | 56000 | |||
tax@30% | 16800 | 16800 | 16800 | 16800 | 16800 | |||
EAT | 39200 | 39200 | 39200 | 39200 | 39200 | |||
depreciation | 90000 | 90000 | 90000 | 90000 | 90000 | |||
Operating Cash Flows | 129200 | 129200 | 129200 | 129200 | 129200 | |||
cost | -490000 | |||||||
NWC | -35000 | 35000 | ||||||
Aftertax salvage Value | 40000 | |||||||
Cash flows | -525000 | 129200 | 129200 | 129200 | 129200 | 204200 |
| 10.79% IRR |
pv@10% | 1 | 0.9091 | 0.8264 | 0.7513 | 0.683 | 0.6209 | ||
present value | $ (525,000.00) | $ 117,455.72 | $ 106,770.88 | $ 97,067.96 | $ 88,243.60 | $ 126,787.78 | $ 11,325.94 | NPV |
Depreciation | 90000 | .=(490000-40000)/5 |
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