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Lesson 's Glossary: Asymptote:
If the graph of a function gets close to a line but never intersects
with this then line is an asymptote.
Axis of Symmetry: A line on which a
graph is reflected onto itself.
Center of the hyperbola: The point where
the transversal and conjugate perpendicular axis intersect.
Completing the Square: Method that finds
the constant term in an incomplete perfect square trinomial of a
second degree equation to solve it.
Conjugate axis: The axis perpendicular
to the transverse axis.
Conic section: A figure that is obtained
slicing a double cone with a plane. (parabola, circle, hyperbola,
and ellipse)
Factoring: The process to brake a
polynomial down into the product of several factors.
Factors: All whole numbers that are
multiplied together to yield another number.
Factored Form: Any polynomial that is written as the product of polynomials of lower degree that may be obtained from the original polynomial.
Focus of an ellipse: Each one of the
points in the major axis of the ellipse, from which sum of the
distance from each to the set of points in the ellipse is constant.
Foci: Plural for focus.
Transverse axis: A segment in the
hyperbola goes from vertex to vertex of the two branches, and it is
contained in the line that goes through the foci.
Vertices of a hyperbola: Are
identified as the endpoints in the line segment that is the
transverse axis of the hyperbola.
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