Consider the function f(:B) = 5 22:2 on the interval [ 4, 5]. The average rate of change of x) on this interval is: f(5l _ fl _4) 5 ( 4) The Mean Value Theorem says that there is at least one number 6 in the open interval (, ) so that f'(c) equals this average rate of change. Find the value(s) of c that work for f(a:) on ( 4, 5): Consider the function f(a:) = 53:3 51 on the interval [ 5, 5]. The average rate of change of f(:c) on this interval is: f(5) fl 5) _ 5 - l - 5) The Mean Value Theorem says that there is at least one number a in the open interval ( 5, 5) so that f'(c) equals this average rate of change. Find the value(s) of c that work for f(m) on ( 5, 5): %]