9-(x+1)/(6)=(x+7)/(10)

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Solution for 9-(x+1)/(6)=(x+7)/(10) equation: 


x in (-oo:+oo)

9-((x+1)/6) = (x+7)/10 // - (x+7)/10

9-((x+1)/6)-((x+7)/10) = 0

(-1*(x+1))/6+(-1*(x+7))/10+9 = 0

(-1*10*(x+1))/(6*10)+(-1*6*(x+7))/(6*10)+(6*9*10)/(6*10) = 0

6*9*10-1*10*(x+1)-1*6*(x+7) = 0

540-16*x-52 = 0

488-16*x = 0

(488-16*x)/(6*10) = 0

(488-16*x)/(6*10) = 0 // * 6*10

488-16*x = 0

488-16*x = 0 // - 488

-16*x = -488 // : -16

x = -488/(-16)

x = 61/2

x = 61/2

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