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http://i1084.photobucket.com/albums/j409/QRAWarrior/MATA30/MATA30-IMGY-009.png Why is this false?
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not sure, maybe the on line course made a mistake. By the way, I am not sure it is true. Hopefully someone stronger in calculus can respond.
does continuity imply differentiablity?
a function that is continuous is not sufficient for differentiability
f(x) = |x| is the usual example
Maybe I am missing something, but doesn't the integral from a to b give a fixed value i.e. a constant. Taking the derivative of a constant gives zero.
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OHHH! I think I see my problem: It is the DEFINITE integral that they differentiated, NOT the indefinite integral.
Yes, you are correct amistre64.
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