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A new trailer worth $10,000 is purchased and it's expected that the salvage value after 13 years will be $480. If the annual interest rate is 4.20% , what equation would be appropriate to use to determine the Expected Uniform Annual Cost (EUAC)

Sagot :

The equation that is used to determine the Expected Uniform Annual Cost is :

[tex]$A = P(A/P, i,n) - F(A/F, i,n)$[/tex]

It is given that :

Purchased price of a new trailer = $ 10,000

Number of years = 13 years

The salvage value after 13 years = $480

The rate of interest annually = 4.20%

The Estimated Uniform Annual Cost, that is the EUAC method is used to express the life cycle costs as the annualized estimate of the cash flow rather than a lumpsum estimate of the present value.

In other words, it is the annual cost of a system which is equal or equivalent to the discounted total cost.

So the equation that can be used to express the Expected Uniform Annual Cost in the given problem is :

[tex]$A = P(A/P, i,n) - F(A/F, i,n)$[/tex]

Learn more :

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