Derivative of 40/x+x/10

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Derivative of 40/x+x/10: 


(x/10+40/x)'

(x/10)'+(40/x)'

((x)'*10-(x*(10)'))/(10^2)+(40/x)'

(1*10-(x*(10)'))/(10^2)+(40/x)'

(1*10-(x*0))/(10^2)+(40/x)'

((40)'*x-(40*(x)'))/(x^2)+1/10

(0*x-(40*(x)'))/(x^2)+1/10

(0*x-(40*1))/(x^2)+1/10

1/10-(40/(x^2))

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

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