Asked by jk
Sam bought a new car for $26,500. The car depreciates approximately 13% of its value each year.
A) What is the decay factor for the value of this car?
b) Write an equation to model the decay value of this car?
c) What will the value of the car be in 10 years?
A) What is the decay factor for the value of this car?
b) Write an equation to model the decay value of this car?
c) What will the value of the car be in 10 years?
Answers
Answered by
Henry
a. DF =(1-r)^t
DF = Decay Factor.
r = Depreciation rate expressed as a
decimal.
t = Time in years.
b. V = Vo*DF = Vo*(1-r)^t.
V = Value after t years.
Vo = Initial Value or value when new.
c. V = 26,500(1-0.13)^10 = $6,583.22
DF = Decay Factor.
r = Depreciation rate expressed as a
decimal.
t = Time in years.
b. V = Vo*DF = Vo*(1-r)^t.
V = Value after t years.
Vo = Initial Value or value when new.
c. V = 26,500(1-0.13)^10 = $6,583.22
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