Answer:
equivalent annual cost = $7,455.39
Step-by-step explanation:
current costs $4,295
costs in 1 year = $5,406
costs in 2 years = $6,517
costs in 3 years = $7,628
costs in 4 years = $8,739
costs in 5 years = $9,850
first we must calculate the PV of operating and maintenance costs for years 1 through 5 = $29,688.92
equivalent annual cost = PV / PV annuity factor
PV annuity factor, 8.1%, 5 periods = 3.98221
equivalent annual cost = $29,688.92 / 3.98221 = $7,455.39