Derivative of (10x^2)*(e^-x)

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Derivative of (10x^2)*(e^-x): 


(10*x^2*e^-x)'

(10*x^2)'*e^-x+10*x^2*(e^-x)'

((10)'*x^2+10*(x^2)')*e^-x+10*x^2*(e^-x)'

(0*x^2+10*(x^2)')*e^-x+10*x^2*(e^-x)'

(0*x^2+10*2*x^(2-1))*e^-x+10*x^2*(e^-x)'

(0*x^2+10*2*x)*e^-x+10*x^2*(e^-x)'

20*x*e^-x+10*x^2*(e^-x)'

20*x*e^-x+10*x^2*ln(e)*e^-x

20*x*e^-x+10*x^2*e^-x

20*x*e^-x+10*x^2*e^-x

The calculation above is a derivative of the function f (x)

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