(3/4)*(1/2x+2/3)=x+(8/4)

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Solution for (3/4)*(1/2x+2/3)=x+(8/4) equation: 


x in (-oo:+oo)

(3/4)*((1/2)*x+2/3) = x+8/4 // - x+8/4

(3/4)*((1/2)*x+2/3)-x-(8/4) = 0

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

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

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

1/2-5/8*x-2 = 0

-5/8*x-3/2 = 0

-5/8*x-3/2 = 0

-5/8*x-3/2 = 0 // + 3/2

-5/8*x = 3/2 // : -5/8

x = 3/2/(-5/8)

x = -12/5

x = -12/5

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