"Larson Manufacturing is considering purchasing a new injection-moulding machine to expand its production capacity. There is a one-time cost of $32,600 to perform site preparation for the machine, which will occur immediately. With the new injection-moulding machine installed, Larson Manufacturing expects to increase its annual revenue by $45,000. The machine will be used for 5 years and can be salvaged for $21,000 at the end of 5 years. If the company's MARR is 15.4%, what is the maximum amount that should be spent on purchasing the new injection-moulding machine?"
Year | Installation cost | Revenue | Salvage | Cash flows | Discount rate @ 15.4% | Present value |
0 | $ (32,600.00) | $ (32,600.00) | 1.0000 | $ (32,600.00) | ||
1 | $ 45,000.00 | $ 45,000.00 | 0.8666 | $ 38,994.80 | ||
2 | $ 45,000.00 | $ 45,000.00 | 0.7509 | $ 33,790.99 | ||
3 | $ 45,000.00 | $ 45,000.00 | 0.6507 | $ 29,281.62 | ||
4 | $ 45,000.00 | $ 45,000.00 | 0.5639 | $ 25,374.02 | ||
5 | $ 45,000.00 | $ 21,000.00 | $ 66,000.00 | 0.4886 | $ 32,248.90 | |
Maximum investment | $ 127,090.33 | |||||
Discount rate =1/(1+MARR)^year | ||||||
Maximum investment is the present value of cash flows to be received in 5 years. |
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