2((1/3)w+(1/4))=4+(1/3)w

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Solution for 2((1/3)w+(1/4))=4+(1/3)w equation: 


w in (-oo:+oo)

2*((1/3)*w+1/4) = (1/3)*w+4 // - (1/3)*w+4

2*((1/3)*w+1/4)-((1/3)*w)-4 = 0

2*((1/3)*w+1/4)+(-1/3)*w-4 = 0

2*(1/3*w+1/4)-w/3-4 = 0

(2*3*(1/3*w+1/4))/3-w/3+(-4*3)/3 = 0

2*3*(1/3*w+1/4)-w-4*3 = 0

w-12+3/2 = 0

w-21/2 = 0

(w-21/2)/3 = 0

(w-21/2)/3 = 0 // * 3

w-21/2 = 0

w-21/2 = 0 // + 21/2

w = 21/2

w = 21/2

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