6/(6b+5)=2/(b-5)

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


D( b )

b-5 = 0

6*b+5 = 0

b-5 = 0

b-5 = 0

b-5 = 0 // + 5

b = 5

6*b+5 = 0

6*b+5 = 0

6*b+5 = 0 // - 5

6*b = -5 // : 6

b = -5/6

b in (-oo:-5/6) U (-5/6:5) U (5:+oo)

6/(6*b+5) = 2/(b-5) // - 2/(b-5)

6/(6*b+5)-(2/(b-5)) = 0

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

6/(6*b+5)-2/(b-5) = 0

(6*(b-5))/((6*b+5)*(b-5))+(-2*(6*b+5))/((6*b+5)*(b-5)) = 0

6*(b-5)-2*(6*b+5) = 0

-6*b-40 = 0

(-6*b-40)/((6*b+5)*(b-5)) = 0

(-6*b-40)/((6*b+5)*(b-5)) = 0 // * (6*b+5)*(b-5)

-6*b-40 = 0

-6*b-40 = 0 // + 40

-6*b = 40 // : -6

b = 40/(-6)

b = -20/3

b = -20/3

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