3/(5t-7)=-5/(3t-5)

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Solution for 3/(5t-7)=-5/(3t-5) equation:


D( t )

3*t-5 = 0

5*t-7 = 0

3*t-5 = 0

3*t-5 = 0

3*t-5 = 0 // + 5

3*t = 5 // : 3

t = 5/3

5*t-7 = 0

5*t-7 = 0

5*t-7 = 0 // + 7

5*t = 7 // : 5

t = 7/5

t in (-oo:7/5) U (7/5:5/3) U (5/3:+oo)

3/(5*t-7) = -5/(3*t-5) // + -5/(3*t-5)

3/(5*t-7)-(-5/(3*t-5)) = 0

3/(5*t-7)+5*(3*t-5)^-1 = 0

3/(5*t-7)+5/(3*t-5) = 0

(3*(3*t-5))/((5*t-7)*(3*t-5))+(5*(5*t-7))/((5*t-7)*(3*t-5)) = 0

3*(3*t-5)+5*(5*t-7) = 0

34*t-50 = 0

(34*t-50)/((5*t-7)*(3*t-5)) = 0

(34*t-50)/((5*t-7)*(3*t-5)) = 0 // * (5*t-7)*(3*t-5)

34*t-50 = 0

34*t-50 = 0 // + 50

34*t = 50 // : 34

t = 50/34

t = 25/17

t = 25/17

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