Answer:
This question is incomplete. The discount rate was not given. Thus, a discount rate of 10% is assumed.
PROJECT A
Year Cashflow DF@10% PV
$ $
0 (100,000) 1 (100,000)
1 30,000 0.9091 27,273
2 30,000 0.8264 24,792
3 30,000 0.7513 22,539
4 30,000 0.6830 20,490
5 30,000 0.6209 18,627
NPV 13,721
PROJECT B
Year Cashflow DF@10% PV
$ $
0 (100,000) 1 (100,000)
1 40,000 0.9091 36,364
2 30,000 0.8264 24,792
3 30,000 0.7513 22,539
4 30,000 0.6830 20,490
5 20,000 0.6209 12,418
NPV 16,603
Product B has a higher NPV
Step-by-step explanation:
In this case, we will discount the cashflows for each year at 10%. Then, we will determine the present value of cash inflows by multiplying the cash inflows by discount factor. Thereafter, we will deduct the initial outlay from the present value of cash inflows so as to obtain the net present value.