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Sagot :
Answer:
NPV= $14,209.75
Explanation:
The net present value of the project means the present value of all future cash flows, in years 1-3, discounted at the appropriate project's discount rate of 5% minus the initial investment outlay of $5000.
Note that all negative cash flows would be shown as negative in the computation of the net present value.
The present value of a single future cash flow can be determined using the present value formula of a single cash flow provided below:
PV=FV/(1+r)^N
FV=future cash flow
r=discount rate=
n=the year of cash flow, 1 for year 1 cash flow, 2 for year 2 cash flow, and so on.
NPV=$10000/(1+5%)^1+$10,000/(1+5%)^2-$2000/(1+5%)^3-$5000
Note year zero cash flow needs not to be discounted since it is stated in its today's worth, the present value equivalence
NPV=$11,866.43
Note the closest option, in this case, is the one that is very close to the correct answer, which is $14,209.75, some questions are set with the requirement that one chooses an approximate answer, where the precise answer is not available
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