3/4(1/3x-1/4)+1/2(x+3)=1/3(3-1/2x)+1/6

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Solution for 3/4(1/3x-1/4)+1/2(x+3)=1/3(3-1/2x)+1/6 equation: 


x in (-oo:+oo)

(3/4)*((1/3)*x-(1/4))+(1/2)*(x+3) = (1/3)*(3-((1/2)*x))+1/6 // - (1/3)*(3-((1/2)*x))+1/6

(3/4)*((1/3)*x-(1/4))+(1/2)*(x+3)-((1/3)*(3-((1/2)*x)))-(1/6) = 0

(3/4)*((1/3)*x-1/4)+(1/2)*(x+3)+(-1/3)*((-1/2)*x+3)-1/6 = 0

3/4*(1/3*x-1/4)+1/2*(x+3)-1/3*(3-1/2*x)-1/6 = 0

(3/4*6*(1/3*x-1/4))/6+(1/2*6*(x+3))/6+(-1/3*6*(3-1/2*x))/6-1/6 = 0

3/4*6*(1/3*x-1/4)+1/2*6*(x+3)-1/3*6*(3-1/2*x)-1 = 0

9/2*x+x-6-1+63/8 = 0

11/2*x-1+15/8 = 0

11/2*x+7/8 = 0

(11/2*x+7/8)/6 = 0

(11/2*x+7/8)/6 = 0 // * 6

11/2*x+7/8 = 0

11/2*x+7/8 = 0 // - 7/8

11/2*x = -7/8 // : 11/2

x = -7/8/11/2

x = -7/44

x = -7/44

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