Respuesta :
A(t)=I(1-r)^t
A(t)=9500(1-0.15)^7
A(7)=9500(0.85)^7
A(7)=9500(0.3205770883)≈ $3,045.48
A(t)=9500(1-0.15)^7
A(7)=9500(0.85)^7
A(7)=9500(0.3205770883)≈ $3,045.48
Value of the sailboat after 7 years is 3,045.48 (Approx.)
Given that;
Sailboat depreciation rate = 15%
Sailboat value = $9,500
Number of year = 7 year
Find:
Value of the sailboat after 7 years
Computation:
A = P[1-d]ⁿ
Value of the sailboat after 7 years = 9,500[1 - 0.15]⁷
Value of the sailboat after 7 years = 9,500[0.85]⁷
Value of the sailboat after 7 years = 3,045.48 (Approx.)
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