Calculate the net present value of both the new purchase option and the lease option. Show all work. Determine the best option for Good Motors and justify your answer.
Calculation of NPV of both option :-
Year | Cash flow (Buying) | Cash flow (Leasing) | PVF @8% | Present value (Buying) | Present value (Leasing) |
a | b | c | d | e=b*d | f=c*d |
0 | -750000 | 0 | 1 | -750000 | 0 |
1 | 515000 | 280000 | 0.925925926 | 476851.85 | 259259.26 |
2 | 310000 | 75000 | 0.85733882 | 265775.03 | 64300.41 |
3 | 170000 | -65000 | 0.793832241 | 134951.48 | -51599.10 |
4 | 80000 | -155000 | 0.735029853 | 58802.39 | -113929.63 |
NPV | 186380.76 | 158030.95 |
NPV of buying option = $186,380.76
NPV of leasing option = $158,030.95
Buying option would be best for Good motors beacause it will generate additional NPVamounting to $28,349.81 ($186380.76 - $158030.95) over the life of asset.
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