S^2-t^2/(t-s)^2

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Solution for S^2-t^2/(t-s)^2 equation: 


D( x )

(t-s)^2 = 0

(t-s)^2 = 0

(t-s)^2 = 0

x in (-oo:+oo)

S^2-((t^2)/((t-s)^2)) = 0

(-1*t^2)/((t-s)^2)+S^2 = 0

(-1*t^2)/((t-s)^2)+(S^2*(t-s)^2)/((t-s)^2) = 0

S^2*(t-s)^2-1*t^2 = 0

S^2*s^2-t^2-2*S^2*s*t+S^2*t^2 = 0

(S^2*s^2-t^2-2*S^2*s*t+S^2*t^2)/((t-s)^2) = 0

(S^2*s^2-t^2-2*S^2*s*t+S^2*t^2)/((t-s)^2) = 0 // * (t-s)^2

S^2*s^2-t^2-2*S^2*s*t+S^2*t^2 = 0

x belongs to the empty set

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