Derivative of (x-7)/(x+8)

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Derivative of (x-7)/(x+8): 


((x-7)/(x+8))'

((x-7)'*(x+8)-((x-7)*(x+8)'))/((x+8)^2)

(((x)'+(-7)')*(x+8)-((x-7)*(x+8)'))/((x+8)^2)

(((-7)'+1)*(x+8)-((x-7)*(x+8)'))/((x+8)^2)

((0+1)*(x+8)-((x-7)*(x+8)'))/((x+8)^2)

(1*(x+8)-((x-7)*(x+8)'))/((x+8)^2)

(1*(x+8)-((x-7)*((x)'+(8)')))/((x+8)^2)

(1*(x+8)-((x-7)*((8)'+1)))/((x+8)^2)

(1*(x+8)-((x-7)*(0+1)))/((x+8)^2)

(1*(x+8)-((x-7)*1))/((x+8)^2)

15/((x+8)^2)

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

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