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How do you find the derivative of #e^(1/(2x))#?

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Mar 30, 2015

Use #d/(dx)(e^x)=e^x# togerther with the chain rule to see that:

#d/(dx)(e^(1/(2x)))=e^(1/(2x))*d/(dx)( 1/(2x))#

#=e^(1/(2x))* (-1/(2x^2))= -e^(1/(2x))/(2x^2)#

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