Answer:
The equivalent annual cost of an oven is [tex](A) -$74.839.43[/tex]
Explanation:
Hi
Known Data
Operating cost=[tex]OC=\$34,300[/tex],[tex]n=15, VP=\$249,000[/tex] and [tex]i=14\%[/tex]
Computing total cost per year
We are going to use the formula below with the known data.
[tex]A=\frac{VP}{\frac{1-(1+i)^{-n}}{i} } =\frac{249000}{\frac{1-(1+0.14)^{-15}}{0.14} }=40539.43[/tex]. Then this is the fixed amortization cost per year.
Finally, we sum the fixed amortization cost per year and the operating cost:
Total cost per year=[tex]TCPY=A+OC=\$40,539.43+\$34,300=\$74,839.43[/tex], therefore the answer is [tex](A) -$74.839.43[/tex]