5/6y+1/5(y-6)=(y+1)/2

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Solution for 5/6y+1/5(y-6)=(y+1)/2 equation: 


y in (-oo:+oo)

(1/5)*(y-6)+(5/6)*y = (y+1)/2 // - (y+1)/2

(1/5)*(y-6)-((y+1)/2)+(5/6)*y = 0

1/5*(y-6)+(-1*(y+1))/2+(5*y)/6 = 0

(1/5*2*6*(y-6))/(2*6)+(-1*6*(y+1))/(2*6)+(2*5*y)/(2*6) = 0

1/5*2*6*(y-6)-1*6*(y+1)+2*5*y = 0

10*y-18/5*y-102/5 = 0

32/5*y-102/5 = 0

(32/5*y-102/5)/(2*6) = 0

(32/5*y-102/5)/(2*6) = 0 // * 2*6

32/5*y-102/5 = 0

32/5*y-102/5 = 0 // + 102/5

32/5*y = 102/5 // : 32/5

y = 102/5/32/5

y = 51/16

y = 51/16

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