Derivative of 5/(5x-7)

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Derivative of 5/(5x-7): 


(5/(5*x-7))'

((5)'*(5*x-7)-(5*(5*x-7)'))/((5*x-7)^2)

(0*(5*x-7)-(5*(5*x-7)'))/((5*x-7)^2)

(0*(5*x-7)-(5*((5*x)'+(-7)')))/((5*x-7)^2)

(0*(5*x-7)-(5*(5*(x)'+(5)'*x+(-7)')))/((5*x-7)^2)

(0*(5*x-7)-(5*(5*(x)'+0*x+(-7)')))/((5*x-7)^2)

(0*(5*x-7)-(5*(0*x+5*1+(-7)')))/((5*x-7)^2)

(0*(5*x-7)-(5*(0+5)))/((5*x-7)^2)

(0*(5*x-7)-(5*5))/((5*x-7)^2)

-25/((5*x-7)^2)

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

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