Derivative of pi/((5x)^2)

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Derivative of pi/((5x)^2): 


(pi/((5*x)^2))'

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

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

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

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

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

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

(0*(5*x)^2-(pi*2*(5*x)^(2-1)*5))/(((5*x)^2)^2)

(0*(5*x)^2-(pi*50*x))/(((5*x)^2)^2)

(-2/25)*pi*x^-3

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

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