Algebra 2 Unit 4 review

Of a hyperbola one of two lines through the center of a hyperbola that the hyperbola approaches

but never intersects.

• Minor axis

• Asymptote

• Hyperbola

• Focus

_____ Of a hyperbola one of the two points such that the difference of the distances

from any point on the hyperbola to the foci is a constant.

• Asymptote

• Ellipse

• Circle

• Focus

Sum of the distances from any point in the locus to 2 points, called foci, is constant.

• Ellipse

• Eccentricity

• Directrix

• Major axis

Is the locus point in plane that are equidistant from one point, also called center.

• Minor axis

• Major axis

• Circle

• Ellipse

Of a hyperbola is the line, along with a point not on the line, which is used to

generate a parabola.

• Directrix

• Parabola

• Hyperbola

• Conic section

Line through the vertices of an ellipse.

• Conic section

• Minor axis

• Center

• Major axis

Is the locus points in a plane that are

equidistant from a line and a point not on the line.

• Hyperbola

• Parabola

• Eccentricity

• Tansverse

Intersection of a plane with one or both nappes of a double cone.

• Conic section

• Ellipse

• Parabolas

• Circle

Line joining 2 vertices of a hyperbola.

• Asymptote

• Focus

• Eccentricity

• Transverse

Line through the co-vertices of the ellipse.

• Transverse

• Minor axis

• Major axis

• Circle