Derivative can be found by using the product rule
`y'= x^2*(e^(-1/x)(-1*-1*x^-2)) +e^(-1/x)*2x`
`y'= x^2(x^-2e^(-1/x) )+ 2xe^(-1/x)`
`y' = e^(-1/x) +2xe^(-1/x)`
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