Home › AP EAMCET › Mathematics › Coordinate Geometry: Hyperbola › A hyperbola's eccentricity always satisfies whic…
A hyperbola's eccentricity always satisfies which condition?
AIt is less than one
BIt is exactly equal to one
CIt is greater than one
DIt is exactly equal to zero
Answer & Solution
Correct answer: C. It is greater than one
The eccentricity of every hyperbola exceeds one, which separates it from the ellipse and the parabola.
Related questions
The Greek word that gave ellipse its name has which meaning?Confocal hyperbolas together with confocal ellipses form the basis of which two-dimensionaLORAN fixes a ship on a hyperbola because it measures what?A chord through a focus of a hyperbola, perpendicular to its major axis, is called what?The conjugate axis of a hyperbola has what length and direction?What did early geometers call hyperbolas?Which Greek mathematician is believed to have coined the term hyperbola in his work on conA particle with total energy greater than zero moves under an inverse square attraction. I