"A local delivery company has purchased a delivery truck for $12,000. The truck will be depreciated under MACRS as a five-year property. The trucks market value (salvage value) is expected to decrease by $2,800 per year. It is expected that the purchase of the truck will increase its revenue by $13,000 annually. The O&M costs are expected to be $4,100 per year. The firm is in the 40% tax bracket, and its MARR is 15.3%. If the company plans to keep the truck only two years, what is the net present worth?"
Depreciation rates are 20% and 32%. Half year convention is applicable so total depreciation is 2400 + 1920 = 4320. Book value is 12000 - 4320 = 7680 at the time of sale of the truck and the salvage value is 12000 - 2800*2 = 6400. Hence capital gain tax is = -512
Net Present worth = -12000 + 6300(1 + 15.3%)^-1 + 11996*(1 + 15.3%)^-2 = 2488
Year | 0 | 1 | 2 | |
Income statement | ||||
Revenues | 13000 | 13000 | ||
Expenses | ||||
Overhead | 4100 | 4100 | ||
Depreciation | 2400 | 1920 | ||
Taxable income | 6500 | 6980 | ||
Income tax | 2600 | 2792 | ||
Net income | 3900 | 4188 | ||
Cash flow statement | ||||
Operating activities | ||||
Net income | 3900 | 4188 | ||
Depreciation | 2400 | 1920 | ||
Investment activities | ||||
Investment | -12000 | |||
Salvage | 6400 | |||
Gains tax | -512 | |||
Net cash flow | -12000 | 6300 | 11996 |
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