Derivative of 335x-(x^2/30)-44000

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Derivative of 335x-(x^2/30)-44000: 


(335*x-((x^2)/30)-44000)'

(335*x-((x^2)/30))'+(-44000)'

(-((x^2)/30))'+(335*x)'+(-44000)'

((x^2)'*30-(x^2*(30)'))/(30^2)+(335*x)'+(-44000)'

(2*x^(2-1)*30-(x^2*(30)'))/(30^2)+(335*x)'+(-44000)'

(2*x*30-(x^2*(30)'))/(30^2)+(335*x)'+(-44000)'

(2*x*30-(x^2*0))/(30^2)+(335*x)'+(-44000)'

335*(x)'-(x/15)+(335)'*x+(-44000)'

335*(x)'-(x/15)+0*x+(-44000)'

0*x-(x/15)+335*1+(-44000)'

0-(x/15)+335

335-(x/15)

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

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