Respuesta :
Compounded depreciation formula:
A = P(1 - r)ⁿ , where P = original price, r= rate of depreciation, n = number of years and A = actual value (after depreciation):
A= $8000(1 - 11%)⁵ = 8000(0.89)⁵ = 4,467.24 ≈$4,467
A = P(1 - r)ⁿ , where P = original price, r= rate of depreciation, n = number of years and A = actual value (after depreciation):
A= $8000(1 - 11%)⁵ = 8000(0.89)⁵ = 4,467.24 ≈$4,467
Answer:
$4,467.25
Solving:
If the jet ski depreciates at 11% of its original value each year, each year the new value will be 89% of the value the previous year.
x = the value of the jet ski
t = the number of years
x = 8000 ( 0.89 )^t
8000 ( 0.89 )^5 = 4467.2475592 = $4,467.25
Round your answer once calculated.
$4,467.25
Solving:
If the jet ski depreciates at 11% of its original value each year, each year the new value will be 89% of the value the previous year.
x = the value of the jet ski
t = the number of years
x = 8000 ( 0.89 )^t
8000 ( 0.89 )^5 = 4467.2475592 = $4,467.25
Round your answer once calculated.