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differentiate y=e^-2x ln (x^2)
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(e^(-2xln(x^2)))(-2ln(x^2)-4)
\[y'(x)=\frac{2+\ln(x^2)}{e^2}\]
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\[\frac{ 2e ^{-2x} }{ x }-2lnx ^{2}.e ^{-2x}\]
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