Answer: $22637.98
Step-by-step explanation:
Based on the information given in the question, the equivalent annual cost of the tool will be calculated as:
We first calculate the present value which will be:
= 10000 + 20000/(1+.10) + 20000/(1+.10)^2 + 20000/(1+.10)^3 + 20000/(1+.10)^4 + 20000/(1+.10)^5
= $85815.74
The the equivalent annual cost will be:
= Present Value/PVIFA(10%,5)
= 85815.74/3.7908
= $22637.98