5/(3t-6)-2/(5t+15)

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Solution for 5/(3t-6)-2/(5t+15) equation:


D( t )

5*t+15 = 0

3*t-6 = 0

5*t+15 = 0

5*t+15 = 0

5*t+15 = 0 // - 15

5*t = -15 // : 5

t = -15/5

t = -3

3*t-6 = 0

3*t-6 = 0

3*t-6 = 0 // + 6

3*t = 6 // : 3

t = 6/3

t = 2

t in (-oo:-3) U (-3:2) U (2:+oo)

5/(3*t-6)-(2/(5*t+15)) = 0

5/(3*t-6)-2*(5*t+15)^-1 = 0

5/(3*t-6)-2/(5*t+15) = 0

(5*(5*t+15))/((3*t-6)*(5*t+15))+(-2*(3*t-6))/((3*t-6)*(5*t+15)) = 0

5*(5*t+15)-2*(3*t-6) = 0

19*t+87 = 0

(19*t+87)/((3*t-6)*(5*t+15)) = 0

(19*t+87)/((3*t-6)*(5*t+15)) = 0 // * (3*t-6)*(5*t+15)

19*t+87 = 0

19*t+87 = 0 // - 87

19*t = -87 // : 19

t = -87/19

t = -87/19

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