Real repair costs on an investment are $42599 per year growing at the inflation rate of 2%. The nominal discount rate is 3.5%. What is the present value of these costs over 8 years?
Real Discount rate = (1+ Nominal rate) /(1+Inflation rate) -1 | |||||
1.035 /1.02 - 1 = 1.47% | |||||
Real | |||||
Year | repair cost | PVF at 1.47% | Present value | ||
1 | 42599 | 0.985513 | 41981.87 | ||
2 | 42599 | 0.971236 | 41373.67 | ||
3 | 42599 | 0.957165 | 40774.29 | ||
4 | 42599 | 0.943299 | 40183.59 | ||
5 | 42599 | 0.929633 | 39601.45 | ||
6 | 42599 | 0.916166 | 39027.74 | ||
7 | 42599 | 0.902893 | 38462.35 | ||
8 | 42599 | 0.889813 | 37905.14 | ||
Present value of repair cost | 319310 | ||||
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