V.Project S, since NPV of s > NPV. of L.
working:
first let us know the present value of annuity factor relevant.
for 5 years @14%.
present value of annuity factor = [1-(1+r)^(-n)]/r
here,
r =14%=>0.14.
n=5
=>[1-(1.14)^(-5)]/0.14
=>3.43308071.
now,
project S | project L | |
present value of cash inflows (4,500*3.43308071) (10,700*3.43308071) | 15,448.86 | 36,733.96 |
less: cash outflows | (11,000) | (35,000) |
NPV | 4,448.86 | 1,733.96 |
since NPV of S is high, this project shall be selected.
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