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a. Determine whether the Mean Value Theorem applies to f(x)=∣x−4∣ on {−4,8} b. If 50 , find the point(s) that are guarantesd to exist by the Moan Volue Theorom. c. If the Mean Value Theorem applies, make a sketch of the funchon and the line that passes through (a,t(a)) and (b,f(b)). Mark the points P at which the skope the function equals the slope of the secant line. Then skotch the tangent line at P a. Solect the corroct chosces below The function f(x)=∣x−4∣ continuous on [−4,8] and differentable on (−4,8). The Mean Value Thecrem b. Select the correct choice and, where applicable, fill in the answer box with your answer A. The point(5) isfare 8. The Mean Value Theorem does not apply c. Select the correct choice below