(4w+5)/(6w-7)=(2w-3)/(3w+7)

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Solution for (4w+5)/(6w-7)=(2w-3)/(3w+7) equation:


D( w )

6*w-7 = 0

3*w+7 = 0

6*w-7 = 0

6*w-7 = 0

6*w-7 = 0 // + 7

6*w = 7 // : 6

w = 7/6

3*w+7 = 0

3*w+7 = 0

3*w+7 = 0 // - 7

3*w = -7 // : 3

w = -7/3

w in (-oo:-7/3) U (-7/3:7/6) U (7/6:+oo)

(4*w+5)/(6*w-7) = (2*w-3)/(3*w+7) // - (2*w-3)/(3*w+7)

(4*w+5)/(6*w-7)-((2*w-3)/(3*w+7)) = 0

(4*w+5)/(6*w-7)+(-1*(2*w-3))/(3*w+7) = 0

((4*w+5)*(3*w+7))/((6*w-7)*(3*w+7))+(-1*(2*w-3)*(6*w-7))/((6*w-7)*(3*w+7)) = 0

(4*w+5)*(3*w+7)-1*(2*w-3)*(6*w-7) = 0

75*w+14 = 0

(75*w+14)/((6*w-7)*(3*w+7)) = 0

(75*w+14)/((6*w-7)*(3*w+7)) = 0 // * (6*w-7)*(3*w+7)

75*w+14 = 0

75*w+14 = 0 // - 14

75*w = -14 // : 75

w = -14/75

w = -14/75

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