1) These are the two points inside an ellipse. a) foci b) ellipse c) parabola d) axis of symmetry 2) The elongation of an ellipse can be measured by its _________________. a) Axis of symmetry b) center c) eccentricity d) focal points 3) It is the point of intersection of the line perpendicular to the directrix which passes through the focus cuts the ellipse a) Axis of symmetry b) Directrix c) Focus d) Vertex 4) What do you call the longest segment that you can find in the Ellipse? a) Minor axis   b) Major Axis c) Covertices d) Vertices 5) It is a plane curve surrounding two focal points, such that for all points on the curve, the sum of the two distances to the focal points is constant. a) Parabola  b) Focus c) Ellipse d) Circle 6)  For any point on the ellipse, the sum of its distances from the foci is _______. a) 2b b) a2  c) 2a d) b2 7) In the standard equation, if the x-part has the bigger denominator, the ellipse is __________. a) horizontal  b) positive c) vertical d) negative 8) In the standard equation, if the y-part has the bigger denominator, the ellipse is ________. a) horizontal b) positive c) vertical d) negative 9) If y = 0, then x = ± a. Each vertex is a units away from the ___________. a) ellipse b) center c) foci d) vertices 10) It is the chord that passes through a focus and is perpendicular to the major axis. a) vertex b) focus c) latus rectum d) axis of symmetry

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