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General_Sax
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I've looked through my textbook and I've found no mention, but I've seen some posts on the Internet which explicitly state to check for continuity while taking the derivative certain functions.
Is it because: F'(x) = f(x)
I understand that a function is required to be continuous and differentiable, is that why we must check an antiderivative for continuity?
Is it because: F'(x) = f(x)
I understand that a function is required to be continuous and differentiable, is that why we must check an antiderivative for continuity?