Sentence Examples

  • HYPERBOLA, a conic section, consisting of two open branches, each extending to infinity.
  • The hyperbola which has for its transverse and conjugate axes the transverse and conjugate axes of another hyperbola is said to be the conjugate hyperbola.
  • The geometry of the rectangular hyperbola is simplified by the fact that its principal axes are equal.
  • Analytically the hyperbola is given by ax2+2hxy+by2+2gx+ 2fy+c=o wherein ab>h 2 .
  • In the rectangular hyperbola a =b; hence its equation is x 2 - y 2 = O.

How would you define hyperbola? Add your definition here.

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