Derivative of cos(x^2)-5x

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Derivative of cos(x^2)-5x:


(cos(x^2)-(5*x))'

(cos(x^2))'+(-(5*x))'

(-(5*x))'-sin(x^2)*(x^2)'

2*x^(2-1)*(-sin(x^2))+(-(5*x))'

2*x*(-sin(x^2))+(-(5*x))'

5*(x)'-2*x*sin(x^2)+(5)'*x

5*(x)'-2*x*sin(x^2)+0*x

0*x-2*x*sin(x^2)+5*1

-2*x*sin(x^2)-5

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

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