6/(v-10)=3/(2v+8)

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Solution for 6/(v-10)=3/(2v+8) equation: 


D( v )

2*v+8 = 0

v-10 = 0

2*v+8 = 0

2*v+8 = 0

2*v+8 = 0 // - 8

2*v = -8 // : 2

v = -8/2

v = -4

v-10 = 0

v-10 = 0

v-10 = 0 // + 10

v = 10

v in (-oo:-4) U (-4:10) U (10:+oo)

6/(v-10) = 3/(2*v+8) // - 3/(2*v+8)

6/(v-10)-(3/(2*v+8)) = 0

6/(v-10)-3*(2*v+8)^-1 = 0

6/(v-10)-3/(2*v+8) = 0

(6*(2*v+8))/((v-10)*(2*v+8))+(-3*(v-10))/((v-10)*(2*v+8)) = 0

6*(2*v+8)-3*(v-10) = 0

9*v+78 = 0

(9*v+78)/((v-10)*(2*v+8)) = 0

(9*v+78)/((v-10)*(2*v+8)) = 0 // * (v-10)*(2*v+8)

9*v+78 = 0

9*v+78 = 0 // - 78

9*v = -78 // : 9

v = -78/9

v = -26/3

v = -26/3

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