I am begin the problem of finding the second derivative of $\displaystyle e^{-6x^2}$ To start off do I need to do something with logarithms? If not Outer fuction is $\displaystyle e^x$ Inner function is $\displaystyle -6x^2$
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for $\displaystyle y= e^{f(x)} \implies y'= f'(x)\times e^{f(x)}$ Apply the product rule to this result to find the second derivative.
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