(3(w+2))/4=2w+3

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Solution for (3(w+2))/4=2w+3 equation: 


w in (-oo:+oo)

(3*(w+2))/4 = 2*w+3 // - 2*w+3

(3*(w+2))/4-(2*w)-3 = 0

(3*(w+2))/4-2*w-3 = 0

(3*(w+2))/4+(-2*4*w)/4+(-3*4)/4 = 0

3*(w+2)-2*4*w-3*4 = 0

6-5*w-12 = 0

-5*w-6 = 0

(-5*w-6)/4 = 0

(-5*w-6)/4 = 0 // * 4

-5*w-6 = 0

-5*w-6 = 0 // + 6

-5*w = 6 // : -5

w = 6/(-5)

w = -6/5

w = -6/5

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