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

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


x in (-oo:+oo)

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

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

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

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

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

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

138-6*x-24 = 0

114-6*x = 0

(114-6*x)/(3*4*6) = 0

(114-6*x)/(3*4*6) = 0 // * 3*4*6

114-6*x = 0

114-6*x = 0 // - 114

-6*x = -114 // : -6

x = -114/(-6)

x = 19

x = 19

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