this comparison is being made for a state government that mandates the use of benefit/cost criteria at an interest rate of 8%. Which ratio(s) should be calculated, and why? Based on your calculations, which mutually exclusive alternative should be chosen? Project B can be repeated in 5 years.
| Alternative | A | B |
|---|---|---|
| First cost | $200,000 | $225,000 |
| Annual O&M | $25,000 | $15,000 |
| Salvage Value | $0 | $50,000 |
| Life | 10 years | 5 years |
| Annual User Benefit | $75,000 | $85,000 |
Benefit-cost ratio, should be calculated, because it considers the benefits and cost associated with each alternative ans it is the criteria required by the decision makers.
For alternative A:
Uniform first annual cost = 200000*(A/P, 8%, 10) = 200000*.1490
Uniform first annual cost = $29800
Benefit-cost ratio = 75000/(29800+25000)
Benefit-cost ratio = 1.37
----
For alternative B:
Uniform first annual cost = 225000*(A/P, 8%, 5) = 225000*.2505
Uniform first annual cost = 56362.5
annual uniform salvage value = 50000*(A/F, 8%, 5) = 50000*.1705
annual uniform salvage value = $8522.82
Benefit-cost ratio = 85000/(56362.5 + 15000 - 8522.82)
Benefit-cost ratio = 1.35
Since Benefit-cost ratio for alternative A is higher than that of alternative B, so alternative A should be selected.
this comparison is being made for a state government that mandates the use of benefit/cost criteria...
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