-4/(2r-9)=-16/(3r+14)

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Solution for -4/(2r-9)=-16/(3r+14) equation:


D( r )

2*r-9 = 0

3*r+14 = 0

2*r-9 = 0

2*r-9 = 0

2*r-9 = 0 // + 9

2*r = 9 // : 2

r = 9/2

3*r+14 = 0

3*r+14 = 0

3*r+14 = 0 // - 14

3*r = -14 // : 3

r = -14/3

r in (-oo:-14/3) U (-14/3:9/2) U (9/2:+oo)

-4/(2*r-9) = -16/(3*r+14) // + -16/(3*r+14)

-4/(2*r-9)-(-16/(3*r+14)) = 0

16*(3*r+14)^-1-4/(2*r-9) = 0

16/(3*r+14)-4/(2*r-9) = 0

(-4*(3*r+14))/((2*r-9)*(3*r+14))+(16*(2*r-9))/((2*r-9)*(3*r+14)) = 0

16*(2*r-9)-4*(3*r+14) = 0

20*r-200 = 0

(20*r-200)/((2*r-9)*(3*r+14)) = 0

(20*r-200)/((2*r-9)*(3*r+14)) = 0 // * (2*r-9)*(3*r+14)

20*r-200 = 0

20*r-200 = 0 // + 200

20*r = 200 // : 20

r = 200/20

r = 10

r = 10

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