(8t)/(t-1)=(9+9t-9)/(t-1)

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Solution for (8t)/(t-1)=(9+9t-9)/(t-1) equation: 


D( t )

t-1 = 0

t-1 = 0

t-1 = 0

t-1 = 0 // + 1

t = 1

t in (-oo:1) U (1:+oo)

(8*t)/(t-1) = (9*t-9+9)/(t-1) // - (9*t-9+9)/(t-1)

(8*t)/(t-1)-((9*t-9+9)/(t-1)) = 0

(8*t)/(t-1)+(-1*9*t)/(t-1) = 0

8*t-1*9*t = 0

-t = 0

-t/(t-1) = 0

-t/(t-1) = 0 // * t-1

-t = 0

-1*t = 0 // : -1

t = 0

t = 0

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