A V(t) = -1,700t + 32,000; value after 5 years = $23,500

College Algebra (MindTap Course List)
12th Edition
ISBN:9781305652231
Author:R. David Gustafson, Jeff Hughes
Publisher:R. David Gustafson, Jeff Hughes
Chapter2: Functions And Graphs
Section2.1: Functions And Function Notation
Problem 9SC
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Question
A minivan was purchased for $32,000. If the value of the minivan depreciates by $1,700 per year, find a
linear function that models the value V of the car after t years. Use the function and find the value of the car
after 5 years.
(A) V(t) = -1,700t + 32,000; value after 5 years = $23,500
B V(t) = -1,700 + 32,000; value after 5 years = $30,300
(C) V(t) = 1,700 + 32,000; value after 5 years = $33,700
D
V(t) = 1,700t + 32,000; value after 5 years = $40,500
Transcribed Image Text:A minivan was purchased for $32,000. If the value of the minivan depreciates by $1,700 per year, find a linear function that models the value V of the car after t years. Use the function and find the value of the car after 5 years. (A) V(t) = -1,700t + 32,000; value after 5 years = $23,500 B V(t) = -1,700 + 32,000; value after 5 years = $30,300 (C) V(t) = 1,700 + 32,000; value after 5 years = $33,700 D V(t) = 1,700t + 32,000; value after 5 years = $40,500
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