In: Finance
Value of assets would be $ 10000*4= $40000. Assuming the salvage value is Nil
Depreciation under accelerated method in first yr would be $ 40000*75% = $ 30000
Depreciation under accelerated method in second yr would be $ 40000*25% = $10000
In 3rd and 4th year there would be Nil depreciation
Assuming that the $56000 annual profit is after considering the depreciation under straight line method
In $ | Yr 1 | Yr 2 | Yr 3 | Yr 4 |
Annual Profit | 56000 | 56000 | 56000 | 56000 |
Add: Depreciation under straight line method | 10000 | 10000 | 10000 | 10000 |
Less: Depreciation under accelerated method | 30000 | 10000 | 0 | 0 |
Annual profit if accelerated depreciation method is adopted | 36000 | 56000 | 66000 | 66000 |
Tax Rate | 35% | 35% | 35% | 35% |
Tax Amount | 12600 | 19600 | 23100 | 23100 |
Discount Rate | 10% | 10% | 10% | 10% |
Present discounted value of taxation deduction | 11,454.55 | 16,198.35 | 17,355.37 | 15,777.61 |
Present value = Cash flow in nth year/ (1 + Discount rate)^n | ||||
Where n refers to year |
The above chart explains that if company adopts accelerated depreciation that the amount available to invest is more as annual profit after tax increases as compared to straight line method
In $ | Yr 1 | Yr 2 | Yr 3 | Yr 4 |
Annual Profit under Straight line method(after Tax) = annual profit less tax amount | 36400 | 36400 | 36400 | 36400 |
Annual Profit under Accelerated line method(after Tax) = annual profit less tax amount | 23400 | 36400 | 42900 | 42900 |