A firm is contemplating a new, mechanized welding sys- tem to replace its current manual system. It costs $600,000 to get the new system. The cost will be depreciated at a 30 percent CCA rate. Its expected life is four years. The system would actually be worth $100,000 at the end of fours years. The management thinks the new system could save $180,000 per year pre-tax in labour costs. The tax rate is 44 percent and the required return is 15 percent.
Calculate the total cash flows year 1–4?
Year | Opening WDV | CCA
Rate [Half for 1st year] |
Depreciation [Opening*CCA Rate] |
Closing
WDV [Opening-Depreciation)] |
1 | 600000 | 0.15 | 90000 | 510000 |
2 | 510000 | 0.3 | 153000 | 357000 |
3 | 357000 | 0.3 | 107100 | 249900 |
4 | 249900 | 0.3 | 74970 | 174930 |
After Tax Salvage Value = [WDV at the end of 4th year-Salvage Value]*[1-Tax Rate] = [174930-100000]*[1-0.44] = 74930*0.56 = $41960.8
Year 1 | Year 2 | Year 3 | Year 4 | |
Labour Savings | 180000 | 180000 | 180000 | 180000 |
Less: Depreciation | 90000 | 153000 | 107100 | 74970 |
Profit Before Tax | 90000 | 27000 | 72900 | 105030 |
Less: Tax@44% | 39600 | 11880 | 32076 | 46213.2 |
Profit After Tax | 50400 | 15120 | 40824 | 58816.8 |
Add: Depreciation | 90000 | 153000 | 107100 | 74970 |
Operating Cash Flow | 140400 | 168120 | 147924 | 133786.8 |
Add: After Tax Salavage Value | 0 | 0 | 0 | 41960.8 |
Total Cash Flow | 140400 | 168120 | 147924 | 175747.6 |
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