Derivative of 6/x^4-2/x

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Derivative of 6/x^4-2/x: 


(6/(x^4)-(2/x))'

(-(2/x))'+(6/(x^4))'

((2)'*x-(2*(x)'))/(x^2)+(6/(x^4))'

(0*x-(2*(x)'))/(x^2)+(6/(x^4))'

(0*x-(2*1))/(x^2)+(6/(x^4))'

((6)'*x^4-(6*(x^4)'))/((x^4)^2)+2*x^-2

(0*x^4-(6*(x^4)'))/((x^4)^2)+2*x^-2

(0*x^4-(6*4*x^(4-1)))/((x^4)^2)+2*x^-2

(0*x^4-(6*4*x^3))/((x^4)^2)+2*x^-2

2*x^-2-(24*x^-5)

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

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