Answer:
$46,569.10
Explanation:
The worth of the project today is the present value of the return expected in 5 years using the interest rate of return of 10% as the discount rate as computed below:
PV=FV/(1+r)^n
PV=today's worth of the project which is unknown
FV=future amount expected=$75,000
r=interest rate=10%
n=the time before the return is received=5 years
PV=$75,000/(1+10%)^5
PV=$75,000/(1.1)^5
PV=$75,000/1.61051
PV=$46,569.10
