Part 1
A. Net Present value = present value of cash inflows – present value of cash outflows
Cash inflow from operation before taxes |
28000 |
Less: depreciation (110000/10) |
11000 |
Income before taxes |
17000 |
Taxes (30%) |
5100 |
Net income |
11900 |
Add: depreciation |
11000 |
Cash flow from operations |
22900 |
Present value of cash inflows = 22900*PVIFA(10%, 10) = 22900*6.14457 = 140710.65
NPV = 140710.65-110000 = $30710.65 (if answer is required to 0 decimal places, answer will be $30711)
B. Payback period = initial investment / Cash flow from operations = 110000/22900 = 4.80 years
C. IRR
IRR factor = 110000/22900 = 4.803 years
The PVIFA factor (16%, 10) = 4.833
The PVIFA factor (18%, 10) = 4.494
It means IRR is between 16% and 18%
Therefore,
(0.339)Y = (0.02*0.030)
Y = 0.00174
Therefore,
IRR= 16%+0.17% = 16.17%
D. accrual accounting rate of return based on net initial investment = net income / initial investment =11900/110000 = 10.82%
E. accrual accounting rate of return based on average investment = net income / initial investment =11900/((110000+0)/2) = 21.64%
Part 2
A |
Net present value |
Increase |
B |
Payback period |
No change |
C |
Internal rate of return |
Increase |
D |
accrual accounting rate of return based on net initial investment |
No change |
E |
accrual accounting rate of return based on average investment |
Decrease |
Due to terminal disposal value, there the cash inflow of the last year will increase and thus it affects NPV and IRR. Moreover, due to change disposal value there will be average investment will increase
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