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definite integral
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\[\int\limits_{1}^{x}(1+2t)^.5 dt =fx\]
find f'(x)
(1+2X)^5
i dont understand how
how did you get that answer?
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second fundamental theorem of calculus
or law or something
\[f(x)=\int\limits_{a(x)}^{b(x)}g(x)dx\]\[f'(x)=g(b(X))b'(x)-g(a(x))a'(x)\]
Here I made a complete video about that topic: http://watchmath.com/vlog/?p=1442
watchmath ..am i right??
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yes :). Usually you want the variable for the integrand different from x. But your answer is correct for \(f'(x)\)
thanks..
whats the answer for f'(x^2)
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