An injection molding system has a first cost of $200,000 and an annual operating cost of $75,000 in years 1 and 2, increasing by $3000 per year thereafter. The salvage value of the system is 25% of the first cost regardless of when the system is retired within its maximum useful life of 5 years. Using a MARR of 8% per year, determine the ESL and the respective AW value of the system.
The economic service life with minimum equivalent cost annually is 5 years. The annual worth in year 5 is -119,804
This is found for n = 1 as
AW (n = 1) = -[200000 + 75000(P/A, 8%, 1) – 50000(P/F, 10%, 1)](A/P, 8%, 1)
= -241,000
Detailed description is given below.
Year | Annual cost | Salvage value | PV of the annual cost | PV of the market value | Net present value | EUAC |
1 | 75000 | 50000 | 69444.44 | 46296.30 | 223148.15 | 241000.00 |
2 | 75000 | 50000 | 133744.86 | 42866.94 | 290877.91 | 163115.38 |
3 | 78000 | 50000 | 195663.77 | 39691.61 | 355972.16 | 138129.13 |
4 | 81000 | 50000 | 255201.19 | 36751.49 | 418449.70 | 126338.67 |
5 | 84000 | 50000 | 312370.18 | 34029.16 | 478341.02 | 119803.60 |
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