2p^2/(114-p^2)=1

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Solution for 2p^2/(114-p^2)=1 equation: 


D( p )

114-p^2 = 0

114-p^2 = 0

114-p^2 = 0

-1*p^2 = -114 // : -1

p^2 = 114

p^2 = 114 // ^ 1/2

abs(p) = 114^(1/2)

p = 114^(1/2) or p = -114^(1/2)

p in (-oo:-114^(1/2)) U (-114^(1/2):114^(1/2)) U (114^(1/2):+oo)

(2*p^2)/(114-p^2) = 1 // - 1

(2*p^2)/(114-p^2)-1 = 0

(2*p^2)/(114-p^2)+(-1*(114-p^2))/(114-p^2) = 0

2*p^2-1*(114-p^2) = 0

3*p^2-114 = 0

(3*p^2-114)/(114-p^2) = 0

(3*p^2-114)/(114-p^2) = 0 // * 114-p^2

3*p^2-114 = 0

3*p^2 = 114 // : 3

p^2 = 38

p^2 = 38 // ^ 1/2

abs(p) = 38^(1/2)

p = 38^(1/2) or p = -38^(1/2)

p in { 38^(1/2), -38^(1/2) }

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