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Should be that last problem of the night: Use Part 1 of the Fundamental Theorem of Calculus to find the derivative of the function.
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Its a tough one...
Think of the problems this way: If you have \[ \int_{a(x)}^{b(x)} f(t) dt\] then, if F is the antiderivative of f, you get \[F(a(x)) - F(b(x)) \] Taking the derivative wrt x, you get \[a'(x)f(a(x)) - b'(x) f(b(x)) \]
you have that backwards
Anyone got an answer?
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Oh, oops. Yeah, flip the a and b, sorry :)
Could I get the answer on this one? I must be messing something up, so Ill try working it backwards
The third one.
Awesome, thanks
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