The NPV of project S is computed as shown below:
= - $ 17,000 + $ 7,000 / 1.121 + $ 7,000 / 1.122 + $ 7,000 / 1.123 + $ 7,000 / 1.124 + $ 7,000 / 1.125
= $ 8,233.43 Approximately
The NPV of project L is computed as shown below:
= - $ 37,000 + $ 14,600 / 1.121 + $ 14,600 / 1.122 + $ 14,600 / 1.123 + $ 14,600 / 1.124 + $ 14,600 / 1.125
= $ 15,629.73 Approximately
Since the projects are mutually exclusive, hence we shall accept project L since project L has a higher NPV.
So the correct answer is option b i.e. Project L, since the NPV of L > NPV of S
0 of $17,000, and its expected cash flows would be $7,000 per year for 5 years....
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