Derivative of 50000(1-x/80)^2

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Derivative of 50000(1-x/80)^2:


(50000*(1-(x/80))^2)'

(50000)'*(1-(x/80))^2+50000*((1-(x/80))^2)'

0*(1-(x/80))^2+50000*((1-(x/80))^2)'

0*(1-(x/80))^2+50000*2*(1-(x/80))^(2-1)*(1-(x/80))'

0*(1-(x/80))^2+50000*2*(1-(x/80))^(2-1)*((-(x/80))'+(1)')

0*(1-(x/80))^2+50000*2*(1-(x/80))^(2-1)*(((x)'*80-(x*(80)'))/(80^2)+(1)')

0*(1-(x/80))^2+50000*2*(1-(x/80))^(2-1)*((1*80-(x*(80)'))/(80^2)+(1)')

0*(1-(x/80))^2+50000*2*(1-(x/80))^(2-1)*((1*80-(x*0))/(80^2)+(1)')

0*(1-(x/80))^2+50000*2*(1-(x/80))^(2-1)*(0-1/80)

0*(1-(x/80))^2+50000*2*(1-(x/80))^(2-1)*(-1/80)

0*(1-(x/80))^2+50000*-1/40*(1-(x/80))

-1250*(1-(x/80))

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

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