(w+14)/(4w+6)=(3/4)

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Solution for (w+14)/(4w+6)=(3/4) equation: 


D( w )

4*w+6 = 0

4*w+6 = 0

4*w+6 = 0

4*w+6 = 0 // - 6

4*w = -6 // : 4

w = -6/4

w = -3/2

w in (-oo:-3/2) U (-3/2:+oo)

(w+14)/(4*w+6) = 3/4 // - 3/4

(w+14)/(4*w+6)-(3/4) = 0

(w+14)/(4*w+6)-3/4 = 0

(4*(w+14))/(4*(4*w+6))+(-3*(4*w+6))/(4*(4*w+6)) = 0

4*(w+14)-3*(4*w+6) = 0

38-8*w = 0

(38-8*w)/(4*(4*w+6)) = 0

(38-8*w)/(4*(4*w+6)) = 0 // * 4*(4*w+6)

38-8*w = 0

38-8*w = 0 // - 38

-8*w = -38 // : -8

w = -38/(-8)

w = 19/4

w = 19/4

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