(w-2)/(6w)-(2w-2)/(6w)-(w+10)/(6w)

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Solution for (w-2)/(6w)-(2w-2)/(6w)-(w+10)/(6w) equation: 


D( w )

6*w = 0

6*w = 0

6*w = 0

6*w = 0 // : 6

w = 0

w in (-oo:0) U (0:+oo)

(w-2)/(6*w)-((2*w-2)/(6*w))-((w+10)/(6*w)) = 0

(w-2)/(6*w)+(-1*(2*w-2))/(6*w)+(-1*(w+10))/(6*w) = 0

w-1*(2*w-2)-1*(w+10)-2 = 0

-w-w-10 = 0

-2*w-10 = 0

(-2*w-10)/(6*w) = 0

(-2*w-10)/(6*w) = 0 // * 6*w

-2*w-10 = 0

-2*w-10 = 0 // + 10

-2*w = 10 // : -2

w = 10/(-2)

w = -5

w = -5

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