The value of an automobile purchased in 2014 can be approximated by the function V(t) - 28(0.82) , where t is the time, in years, from the date of purchase, and V (t) is the value, in thousands of dollars. (a) Evaluate and interpret V (3). NOTE: Round your answers to three decimal places. 15.18 X the value of the car after 3 years (b) Find the exact expression for V'(t). NOTE: Enter the exact answer. V' (t) = -4.5 t X (c) Evaluate and interpret V'(3). NOTE: Round your answers to three decimal places. XFor f(t) = -4 - 3et, find f'(-1), f' (0), and f'(1). 3- NOTE: Round your answers to three decimal places. 2- f' ( - 1) = ( -4 - 3e) e X -3 -2 -1- f' (0 ) = (-4 - 3).1 -2- -3- 4 f' (1) = (-4 -3) e X -5- -6- Graph f(t). Once you have the graph drawn, rotate the line 8- segments at (-1, f(t) ), (0, f(t))