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1. As a car ages, its value decreases. The value of a particular car with an original purchase price of $27,200  is modeled by the following function, where c� is the value at time t, in years.
c(t)=27,200(1−0.22)^t

A. What is the value of the car when it is 44 years old?
The value of the car after 44 years is $— 

B, What is the total depreciation amount after 55 years?
After 55 years, the total depreciation amount is—

2. Let f(x)=4^x and g(x)=(13)^x, and evaluate the following:

3. A coin is tossed upward with an initial velocity of 3232 feet per second from a height of 1616 feet above the ground. The equation giving the object’s height hâ„Ž at any time t� is h=16+32t−16t^2 Does the object ever reach a height of 32 feet? 
If so, when? (Answer “dne” if it does not.)

It reaches 3232 feet after

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