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Use Part 1 of the Fundamental Theorem of Calculus to find the derivative of the function. equation in comments
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\[y= \int\limits_{sinx}^{cosx} (1+v^6)^7 dv\]
chain rule plus ft of c
replace \(v\) by \(\cos(x)\) then multiply by the derivative of \(\cos(x)\) you get \[-(1+\cos^6(x))^7\sin(x)\]
then repeat with \(\sin(x)\) but this time subtract
i get \[-\sin x(1+\cos^6x)^7-\cos x(1+\sin^6x)^7\]
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me too
thanks a lot
yw
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