b. Write an equation for the linear function, C, that gives the value of the car, in thousands of dollars, when its age is t years.[br]c. What does C(6) mean in this situation? What is the value of C(6)?[br]d. In this situation, what does the solution to the equation C(t)=2 tell us? Find that solution.[br]e. Write an equation that would allow us to find the age of the car when we know C(t).[br]f. Use your equation to estimate the vehicle age when the value of the car will be $500.
a. See graph.[br][img]data:image/png;base64,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[/img][br]b. C(t)=-3.5t+27.5, approximately[br]c. C(6) is approximately 6.5. It predicts that when the vehicle is 6 years old, it will have a value of $6,500.[br]d. It tells us the age at which the car is valued at $2,000. The value of t is approximately 7.3 when C(t)=2.[br]e. t=(C(t)-27.5)/(-3.5)[br]f. When the car is valued at $500, C(t) is 0.5, so t=(0.5-27.5)/(-3.5), which is approximately 7.7.