Question

How do you find the derivative of `y= ((e^x)/(x^2))`using the quotient rule?

Answer 1

The quotient rule gives you:
`y'=((e^x*x^2)-(e^x*2x))/(x^2)^2=`
`=xe^x(x-2)/x^4=e^x(x-2)/x^3`

Remember the Quotient Rule where if you have `y=h/g`
`y'=(h'g-hg')/g^2`