1/9x+(x+5/6)=-1/3(x+1/4)

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Solution for 1/9x+(x+5/6)=-1/3(x+1/4) equation: 


x in (-oo:+oo)

(1/9)*x+x+5/6 = (-1/3)*(x+1/4) // - (-1/3)*(x+1/4)

(1/9)*x-((-1/3)*(x+1/4))+x+5/6 = 0

(1/3)*(x+1/4)+(1/9)*x+x+5/6 = 0

1/3*(x+1/4)+x/9+x+5/6 = 0

(1/3*6*9*(x+1/4))/(6*9)+(6*x)/(6*9)+(6*9*x)/(6*9)+(5*9)/(6*9) = 0

1/3*6*9*(x+1/4)+6*x+6*9*x+5*9 = 0

24*x+54*x+9/2+45 = 0

78*x+9/2+45 = 0

78*x+99/2 = 0

(78*x+99/2)/(6*9) = 0

(78*x+99/2)/(6*9) = 0 // * 6*9

78*x+99/2 = 0

78*x+99/2 = 0 // - 99/2

78*x = -99/2 // : 78

x = -99/2/78

x = -33/52

x = -33/52

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