Derivative of 2/x+2/(x-1)-2/(x-2)

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Derivative of 2/x+2/(x-1)-2/(x-2): 


(2/(x-1)-(2/(x-2))+2/x)'

(2/(x-1)-(2/(x-2)))'+(2/x)'

(2/(x-1))'+(-(2/(x-2)))'+(2/x)'

((2)'*(x-1)-(2*(x-1)'))/((x-1)^2)+(-(2/(x-2)))'+(2/x)'

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

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

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

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

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

((2)'*(x-2)-(2*(x-2)'))/((x-2)^2)-2/((x-1)^2)+(2/x)'

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

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

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

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

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

2*(x-2)^-2-2/((x-1)^2)+((2)'*x-(2*(x)'))/(x^2)

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

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

2*(x-2)^-2-(2/((x-1)^2))-(2/(x^2))

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

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