Derivative of 3(x-2)-(4+x)

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Derivative of 3(x-2)-(4+x): 


(3*(x-2)-x-4)'

(3*(x-2)-x)'+(-4)'

(3*(x-2))'+(-x)'+(-4)'

(3)'*(x-2)+3*(x-2)'+(-x)'+(-4)'

0*(x-2)+3*(x-2)'+(-x)'+(-4)'

0*(x-2)+3*((x)'+(-2)')+(-x)'+(-4)'

0*(x-2)+(-x)'+3*((-2)'+1)+(-4)'

0*(x-2)+(-x)'+3*(0+1)+(-4)'

0*(x-2)+(-x)'+3*1+(-4)'

(-4)'-1+3

0+2

2

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

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