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13 Nov 2019
Problem 3 (TWO PARTS) 1. State the Mean Value Theorem. 2. Let (a) be defined on the interval la bI. For any two of the following functions, find the value c guaranteed by the Mean Value Theorem. Assume all functions are continuous on (a, b) and differentiable on (a, b). (a)/(z) = z3 +5r + 5 on [-3,3] (b) ()-22-3 +1 on (0,2] (c) ()23+6z+1 on [-5, (d) /(z) 5s2-6z +8 on [0,5]
Problem 3 (TWO PARTS) 1. State the Mean Value Theorem. 2. Let (a) be defined on the interval la bI. For any two of the following functions, find the value c guaranteed by the Mean Value Theorem. Assume all functions are continuous on (a, b) and differentiable on (a, b). (a)/(z) = z3 +5r + 5 on [-3,3] (b) ()-22-3 +1 on (0,2] (c) ()23+6z+1 on [-5, (d) /(z) 5s2-6z +8 on [0,5]
Casey DurganLv2
22 Apr 2019