In: Finance
A machine costs $900,000 and requires $50,000 maintenance for each year of its three-year life. the maintenance costs are paid at the end of each year. after 3 years, the machine will be replaced. assume a tax rate of 34% and a discount rate of 14%. if the machine is depreciated over three years using the straight-line method, with no salvage value, what is the equivalent annual annuity?
Depreciation = $900,000/3 = $300,000
| Particulars | Amount | 
| Expenses | $ 50,000 | 
| Add: depreciation | $ 300,000 | 
| Total expenses | $ 350,000 | 
| Tax savings @34% | $ 119,000 | 
| Less: cash expenses | $ (50,000) | 
| Net cash inflow | $ 69,000 | 
| × PVAF | 2.32163 | 
| Present value of inflows | $ 160,192.61 | 
| Investment | $ 900,000.00 | 
| Less: present value of inflow | $ (160,192.61) | 
| Net cost | $ 739,807.39 | 
| divided by annuity factor | 2.32163 | 
| Equivalent annual cost | $ 318,658.33 | 
Equivalent annual cost is $318,658.33