5. The lifetime of a piece of equipment L follows an exponential distribution with mean 1 year. The tax depreciation factor D for writing off the cost of replacing the component after it fails is D =...


5. The lifetime of a piece of equipment L follows an exponential distribution with mean 1<br>year. The tax depreciation factor D for writing off the cost of replacing the component<br>after it fails is D = e-L where L is the age of the component in years when it fails and<br>needs to be replaced. The taxable value T of the piece of equipment over its lifetime is<br>then T = v(1 – D) where v is the initial value (cost) of the piece of equipment. What<br>is the expected taxable value over its lifetime of a piece of equipment that initially cost<br>$1000?<br>

Extracted text: 5. The lifetime of a piece of equipment L follows an exponential distribution with mean 1 year. The tax depreciation factor D for writing off the cost of replacing the component after it fails is D = e-L where L is the age of the component in years when it fails and needs to be replaced. The taxable value T of the piece of equipment over its lifetime is then T = v(1 – D) where v is the initial value (cost) of the piece of equipment. What is the expected taxable value over its lifetime of a piece of equipment that initially cost $1000?

Jun 08, 2022
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