(x+1)/12=(1/6)+(x-9)/7

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Solution for (x+1)/12=(1/6)+(x-9)/7 equation: 


x in (-oo:+oo)

(x+1)/12 = (x-9)/7+1/6 // - (x-9)/7+1/6

(x+1)/12-((x-9)/7)-(1/6) = 0

(x+1)/12-((x-9)/7)-1/6 = 0

(x+1)/12+(-1*(x-9))/7-1/6 = 0

(6*7*(x+1))/(6*7*12)+(-1*6*12*(x-9))/(6*7*12)+(-1*7*12)/(6*7*12) = 0

6*7*(x+1)-1*6*12*(x-9)-1*7*12 = 0

690-30*x-84 = 0

606-30*x = 0

(606-30*x)/(6*7*12) = 0

(606-30*x)/(6*7*12) = 0 // * 6*7*12

606-30*x = 0

606-30*x = 0 // - 606

-30*x = -606 // : -30

x = -606/(-30)

x = 101/5

x = 101/5

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