(2b-4b^2)/(b^2-24)

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Solution for (2b-4b^2)/(b^2-24) equation: 


D( b )

b^2-24 = 0

b^2-24 = 0

b^2-24 = 0

1*b^2 = 24 // : 1

b^2 = 24

b^2 = 24 // ^ 1/2

abs(b) = 2*6^(1/2)

b = 2*6^(1/2) or b = -(2*6^(1/2))

b in (-oo:-(2*6^(1/2))) U (-(2*6^(1/2)):2*6^(1/2)) U (2*6^(1/2):+oo)

(2*b-(4*b^2))/(b^2-24) = 0

(2*b-4*b^2)/(b^2-24) = 0

2*b-4*b^2 = 0

2*b*(1-2*b) = 0

1-2*b = 0 // - 1

-2*b = -1 // : -2

b = -1/(-2)

b = 1/2

2*b*(b-1/2) = 0

(2*b*(b-1/2))/(b^2-24) = 0

( 2*b )

2*b = 0 // : 2

b = 0

( b-1/2 )

b-1/2 = 0 // + 1/2

b = 1/2

b in { 0, 1/2 }

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