(4x+1)/3+2(x+1)/3=5(3x+2)/4

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Solution for (4x+1)/3+2(x+1)/3=5(3x+2)/4 equation: 


x in (-oo:+oo)

(4*x+1)/3+(2*(x+1))/3 = (5*(3*x+2))/4 // - (5*(3*x+2))/4

(4*x+1)/3+(2*(x+1))/3-((5*(3*x+2))/4) = 0

(4*x+1)/3+(2*(x+1))/3+(-5/4)*(3*x+2) = 0

(4*x+1)/3+(2*(x+1))/3-5/4*(3*x+2) = 0

(4*x+1)/3+(2*(x+1))/3+(-5/4*3*(3*x+2))/3 = 0

2*(x+1)-5/4*3*(3*x+2)+4*x+1 = 0

6*x-45/4*x-15/2+3 = 0

-21/4*x-9/2 = 0

(-21/4*x-9/2)/3 = 0

(-21/4*x-9/2)/3 = 0 // * 3

-21/4*x-9/2 = 0

-21/4*x-9/2 = 0 // + 9/2

-21/4*x = 9/2 // : -21/4

x = 9/2/(-21/4)

x = -6/7

x = -6/7

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