Derivative of (9/x)+1

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Derivative of (9/x)+1: 


(9/x+1)'

(9/x)'+(1)'

((9)'*x-(9*(x)'))/(x^2)+(1)'

(0*x-(9*(x)'))/(x^2)+(1)'

(0*x-(9*1))/(x^2)+(1)'

0-9/(x^2)

-9/(x^2)

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

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