Let F1 and F2 be two distinct points and I a given line not containing F. The set of all points P such that its distance from F and from I are the same 1 is called
Hyperbola
Let F1 and F2 be two distinct points. The set of all points P, whose distances from F2 differ by F1 and from F2 is called
0,0
Given the standard equation of a circle x²+y² = 25 the center is
Directrix This line divides the parabola into two parts which are mirror images of each other .
Downward In a parabola, if the x part is squared and IS negative, the parabola is?
asymtopes Two lines passing through the center which serve as a graphing the hyperbola
Circle guide in The set of all points P having the same distance from C is called
ellipse
The orbits of the planets in our solar system around the sun happen to be in a shape of
foci
Each focus is c units away from the center.
vertices
are points on the ellipse, collinear with the center and foci.
Axisofsymmetry and directrix
This line divides the parabola into two parts which are mirror images of each other
covertices • The segment through the center, perpendicular to the major axis. It divides the ellipse into two congruent parts.