In: Accounting
| 
 Cash Inflows  | 
|
| 
 Year 1  | 
 $ 10,000  | 
| 
 Year 2  | 
 $ 15,000  | 
| 
 Year 3  | 
 $ 15,000  | 
| 
 Year 4  | 
 $ 25,000  | 
| 
 Present Value of $1  | 
||||||
| 
 5%  | 
 6%  | 
 7%  | 
 8%  | 
 9%  | 
 10%  | 
|
| 
 1  | 
 0.952  | 
 0.943  | 
 0.935  | 
 0.926  | 
 0.917  | 
 0.909  | 
| 
 2  | 
 0.907  | 
 0.890  | 
 0.873  | 
 0.857  | 
 0.842  | 
 0.826  | 
| 
 3  | 
 0.864  | 
 0.840  | 
 0.816  | 
 0.794  | 
 0.772  | 
 0.751  | 
| 
 4  | 
 0.823  | 
 0.792  | 
 0.763  | 
 0.735  | 
 0.708  | 
 0.683  | 
| 
 5  | 
 0.784  | 
 0.747  | 
 0.713  | 
 0.681  | 
 0.650  | 
 0.621  | 
| Years | Net Cash Flows | PV of 1 at 9% | PV of Net Cash Flows | ||
| 1 | $ 10,000 | 0.917 | $ 9,170 | ||
| 2 | $ 15,000 | 0.842 | $ 12,630 | ||
| 3 | $ 15,000 | 0.772 | $ 11,580 | ||
| 4 | $ 25,000 | 0.708 | $ 17,700 | ||
| Totals | $ 65,000 | $ 51,080 | |||
| Amount Invested | $ 50,000 | ||||
| Net Present Value | $ 1,080 | ||||
| a | Present Value on lump sum has been used in this problem as the Net cash flows are different for each year | ||||
| b | Profitability Index =$51,080 / $50,000 =1.02 | ||||
| c | Since the Profitability Index of other investment is more than the current investment hence the other investment will be selected | ||||