6/(11y-1)=3/(5y-1)

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Solution for 6/(11y-1)=3/(5y-1) equation:


D( y )

11*y-1 = 0

5*y-1 = 0

11*y-1 = 0

11*y-1 = 0

11*y-1 = 0 // + 1

11*y = 1 // : 11

y = 1/11

5*y-1 = 0

5*y-1 = 0

5*y-1 = 0 // + 1

5*y = 1 // : 5

y = 1/5

y in (-oo:1/11) U (1/11:1/5) U (1/5:+oo)

6/(11*y-1) = 3/(5*y-1) // - 3/(5*y-1)

6/(11*y-1)-(3/(5*y-1)) = 0

6/(11*y-1)-3*(5*y-1)^-1 = 0

6/(11*y-1)-3/(5*y-1) = 0

(6*(5*y-1))/((11*y-1)*(5*y-1))+(-3*(11*y-1))/((11*y-1)*(5*y-1)) = 0

6*(5*y-1)-3*(11*y-1) = 0

-3*y-3 = 0

(-3*y-3)/((11*y-1)*(5*y-1)) = 0

(-3*y-3)/((11*y-1)*(5*y-1)) = 0 // * (11*y-1)*(5*y-1)

-3*y-3 = 0

-3*y-3 = 0 // + 3

-3*y = 3 // : -3

y = 3/(-3)

y = -1

y = -1

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