First Cost = 36,302
Annual Cost = 4,808
Salvage = 5,000
Life = 6 years
MARR = 10%
Future value of first cost = 36,302 * 1.1^6 = 64,311.20
Future value of annual cost in the below table is calculated as: [Annual Cost * (1 + MARR)^Year]
Year | Annual Cost | Money could be invested for years | Future Value |
1 | 4,808 | 5 | 7,743.33 |
2 | 4,808 | 4 | 7,039.39 |
3 | 4,808 | 3 | 6,399.45 |
4 | 4,808 | 2 | 5,817.68 |
5 | 4,808 | 1 | 5,288.80 |
6 | 4,808 | 0 | 4,808.00 |
37,096.65 |
Future value of machine B would be = - (Future value of first cost + Future value of annual cost) + Salvage Value
Future value of machine B = -(64,311.20 + 37,096.65) + 5,000 = -96,407.85
For the below Me alternatives, which machine should be selected based on the future worth analysis....
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