Lawrence recently purchaseda new car for $32,000. His research through Kelly Blue Book gave him a straight-line depreciation model of y =-350x + 32,000. He hopes to sell the car after 24 months. Lawrence's car payment is $590 per month for 60 months, so his expense equation is y-590x. If he is successful in selling the car after 24 months, how much will the car be worth? After selling the car and paying off the remaining loan balance, will Lawrence have any money left over? If so, how much? Please use the space below to explain your answer to the three questions. (x-months for both equations)
Lawrence recently purchaseda new car for $32,000. His research through Kelly Blue Book gave him a straight-line depreciation model of y =-350x + 32,000. He hopes to sell the car after 24 months. Lawrence's car payment is $590 per month for 60 months, so his expense equation is y-590x. If he is successful in selling the car after 24 months, how much will the car be worth? After selling the car and paying off the remaining loan balance, will Lawrence have any money left over? If so, how much? Please use the space below to explain your answer to the three questions. (x-months for both equations)
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Transcribed Image Text:Lawrence recently purchased a new car for $32,000. His research through
Kelly Blue Book gave him a straight-line depreciation model of y =-350x +
32,000. He hopes to sell the car after 24 months. Lawrence's car payment is
$590 per month for 60 months, so his expense equation is y-590x. If he is
successful in selling the car after 24 months, how much will the car be worth?
After selling the car and paying off the remaining loan balance, will
Lawrence have any money left over? If so, how much? Please use the space
below to explain your answer to the three questions. (x-months for both
equations)
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