2/3(w-5)=3/4(w+2)+6

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Solution for 2/3(w-5)=3/4(w+2)+6 equation: 


w in (-oo:+oo)

(2/3)*(w-5) = (3/4)*(w+2)+6 // - (3/4)*(w+2)+6

(2/3)*(w-5)-((3/4)*(w+2))-6 = 0

(2/3)*(w-5)+(-3/4)*(w+2)-6 = 0

2/3*(w-5)-3/4*(w+2)-6 = 0

2/3*(w-5)-3/4*(w+2)-6 = 0

-1/12*w-6-29/6 = 0

-1/12*w-65/6 = 0

-1/12*w-65/6 = 0

-1/12*w-65/6 = 0 // + 65/6

-1/12*w = 65/6 // : -1/12

w = 65/6/(-1/12)

w = -130

w = -130

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