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

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


x in (-oo:+oo)

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

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

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

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

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

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

13/3*x-2*x-x-17/3-2-2 = 0

7/3*x-x-17/3-2-2 = 0

4/3*x-17/3-2-2 = 0

4/3*x-23/3-2 = 0

4/3*x-29/3 = 0

(4/3*x-29/3)/2 = 0

(4/3*x-29/3)/2 = 0 // * 2

4/3*x-29/3 = 0

4/3*x-29/3 = 0 // + 29/3

4/3*x = 29/3 // : 4/3

x = 29/3/4/3

x = 29/4

x = 29/4

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