Question: Consider the function f(33) = 333 43: on the closed interval [ 3, 2]. Find the exact value of the slope of the secant line

Consider the function f(33) = 333 43: on the closed interval

Consider the function f(33) = 333 43: on the closed interval [ 3, 2]. Find the exact value of the slope of the secant line over the interval. By the Mean Value Theorem, there exists 0 in ( 3, 2) so that m : f(c). Find all values of such 0 in ( 3, 2). Enter exact values. If there is more than one solution, separate them by a comma

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