x=1/3x+1/4x+1/8+1/5+10+1

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Solution for x=1/3x+1/4x+1/8+1/5+10+1 equation: 


x in (-oo:+oo)

x = (1/3)*x+(1/4)*x+1/8+1/5+1+10 // - (1/3)*x+(1/4)*x+1/8+1/5+1+10

x-((1/3)*x)-((1/4)*x)-(1/8)-(1/5)-10-1 = 0

x+(-1/3)*x+(-1/4)*x-1/8-1/5-10-1 = 0

5/12*x-453/40 = 0 // + 453/40

5/12*x = 453/40 // : 5/12

x = 453/40/5/12

x = 1359/50

x = 1359/50

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