A project has an initial cost of $$150,000.$ The annual operating cost is $$8000$ for the first $4$ years and $$5000$ thereafter. There is a recurring $$15000$ maintenance cost each $15$ years. The equation that represents the capitalized cost of this project at i$=10\%$ is:

Group of answer choices

CW$(10\%)=150,000+8,000($P$/$A$,10\%,4)+(5000/0\mathrm{.}1)($P$/$F$,10\%,4)+15000($A$/$F$,10\%,15)$

CW$(10\%)=150,000+8,000($P$/$A$,10\%,4)+(5000/0\mathrm{.}1)($P$/$F$,10\%,5)+(15000($A$/$F$,10\%,15))/0\mathrm{.}1$

CW$(10\%)=150,000+8,000($P$/$A$,10\%,4)+(5000/0\mathrm{.}1)($P$/$F$,10\%,4)+(15000($A$/$F$,10\%,15))/0\mathrm{.}1$

CW$(10\%)=150,000+8,000($P$/$A$,10\%,5)+(5000/0\mathrm{.}1)($P$/$F$,10\%,5)+(15000($A$/$F$,10\%,15))/0\mathrm{.}1$