1.$1.
If the discount factor (i.e 0.507 here) is invested for the same number of years as discounted (i.e is 6 years in this case) , the investment will be worth $1 at the end of given period.
2.PV factor = Present value / discounted amount
=>125 / 139
=>0.89928.
3.PV of $374 @ 9% after 9 year = $374 / (1+r)^n
here,
r=9%=>0.09
n= number of years =9.
=>$374 / (1.09)^9
=>$172.20.
4.
year | cash flow | discounting factor @15% | cash flow * discounting factor |
year 1 | $432 | 1/1.15=>0.86956522 | 375.65 |
year 2 | 137 | 1/(1.15)^2=>0.75614367 | 103.59 |
year 3 | 797 | 1/(1.15)^3=>0.65751623 | 524.04 |
total present value of Project | 1,003.28 |
5.amount at the end of 8 years
=>amount invested *(1+r)^n
=>100*(1.15)^8
=>$305.90.
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