Question

In: Accounting

6-10. Today, you have $40,000 to invest. Two investment alternatives are available to you. One would...

6-10. Today, you have $40,000 to invest. Two investment alternatives are available to you. One would require you to invest your $40,000 now; the other would require the $40,000 investment two years from now. In either case, the investments will end five years from now. The cash flows for each alternative are provided below. Using a MARR of 10%, what should you do with the $40,000 you have? Year Alternative 1 Alternative 2 0 -$40,000 $0 1 $10,000 $0 2 $10,000 -$40,000 3 $10,000 $16,500 4 $12,000 $16,500 5 $13,000 $16,500

Alternative 1

Alternative 2

Solutions

Expert Solution

Answer: Here alternative with maximum NPV would be selected. The NPV of both alternative would be calculated as follows:
Year Alternative 1 Discount faxctor @ 10% PV of cash flow Alternative 2 PV of cash flow
0 $                                                     -40,000 1 $            -40,000 ($-40000*1) $                            -   $                                             -  
1 $                                                       10,000 0.909 $               9,091 ($10000*0.909) $                            -   $                                             -  
2 $                                                       10,000 0.826 $               8,264 ($10000*0.826) $                  -40,000 $                                   -33,058 ($-40000*0.826)
3 $                                                       10,000 0.751 $               7,513 ($10000*0.751) $                   16,500 $                                     12,397 ($16500*0.751))
4 $                                                       12,000 0.683 $               8,196 ($12000*0.683) $                   16,500 $                                     11,270 ($16500*0.683))
5 $                                                       13,000 0.621 $               8,072 ($13000*0.621) $                   16,500 $                                     10,245 ($16500*0.621))
NPV $               1,137 Sum of all above $                                          854 Sum of all above
Since alternative 1 has maximum NPV i.e. $1136, it would be selected

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