1 Consider the function x) 2 on the interval [2, 9]. :z: The average rate of change of x) on this interval is: f(9) f (2) _ ] 9 (2) The Mean Value Theorem says that there is at least one number c in the open interval (2, 9) so that f'(c) equals this average rate of change. Find the value(s) of c that work for x) on (2, 9): Consider the function f($) = 2m3 9:132 24x + 9 on the interval [ 5, 9]. The average rate of change of f(:c) on this interval is: \"9)_\"_5) 9 - ( - 5) The Mean Value Theorem says that there is at least one number 6 in the open interval ( 5, 9) so that f'(c) equals this average rate of change. Find the value(s) of c that work for f(:13) on ( 5, 9)