Mark M. answered 04/29/22
Retired math prof. Calc 1, 2 and AP Calculus tutoring experience.
f'(5) = limx→5 [(f(x) - f(5)) / (x - 5)]
Since f is not differentiable at x = 5, the limit above does not exist.
Gahij G.
asked 04/28/22the function f is not differentiable at x=5 which of the following must be true
f is not continuous at x=5
limit as x approaches 5 f(x) does not exist
lim as x approaches 5 (f(x)-f(5))/(x-5) does not exist
lim upper =5 lower =0 f(x) dx does not exist
Mark M. answered 04/29/22
Retired math prof. Calc 1, 2 and AP Calculus tutoring experience.
f'(5) = limx→5 [(f(x) - f(5)) / (x - 5)]
Since f is not differentiable at x = 5, the limit above does not exist.
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