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13500 The value, V, of a particular automobile (in dollars) depends on the number of miles, m, the car has been driven, according to

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13500 The value, V, of a particular automobile (in dollars) depends on the number of miles, m, the car has been driven, according to the function V = h(m). Suppose that h(35000) = $14300 and h(45000) = $13900. What is the average rate of change (Round to the nearest thousandth) of h on the interval [35000, 45000], and what are the units on this value? Average rate of change: dollars per mile In addition to the information given in (a), say that h(55000) = $13500. Determine the best possible estimate of h' (45000). Round your answer to the nearest hundredth. Hint Which value do you expect to be greater: h'(45000) or h'(55000)? [h'(45000) and h'(55000) are equal Write a sentence to describe the long-term behavior of the function V = h(m), plus another sentence to describe the long-term behavior of h'(m). Provide your discussion in practical terms regarding the value of the car and the rate at which that value is changing.

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