2 Consider f (x) = x² - 3x 3x on the interval [0,2]. Assume the conditions for the Mean Value Theorem (MVT) are met. Find the value of C that satisfies the conclusion of the MVT. Oc=0 Oc= 0.5 ○c = 1 Oc = 1.5 0. Given that The function f (x) 2 f(x) = x² ex has a critical point at x = f"(0) = 2, what can you conclude about this critical point? Local min at X = = 0 - Local max at X 0 Of(x) is increasing at x = 0 Of(x) is decreasing at x = = 0

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