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10 Nov 2019
Show that the function f(x)= sqrt(x) satisfies the hypotheses of the mean value theorem on theinterval [0, 4]. Find all numbers c in the interval that satisfythe conclusion of that theorem.
(A) f is continuous on [0,4]; f' is continuous on (0, 4); c = 1/2
(B) f is continuous on [0,4]; f' is continuous on [0, 4]; c = 1
(C) f is continuous on [0,4]; f' is continuous on (0, 4); c = 1
(D) f does not satisfy theMean Value Theorem
(E) none of theabove
Show that the function f(x)= sqrt(x) satisfies the hypotheses of the mean value theorem on theinterval [0, 4]. Find all numbers c in the interval that satisfythe conclusion of that theorem.
(A) f is continuous on [0,4]; f' is continuous on (0, 4); c = 1/2
(B) f is continuous on [0,4]; f' is continuous on [0, 4]; c = 1
(C) f is continuous on [0,4]; f' is continuous on (0, 4); c = 1
(D) f does not satisfy theMean Value Theorem
(E) none of theabove
Keith LeannonLv2
8 Jul 2019
