The study of geometric characteristics of lines, curves, shapes, and their algebraic equations.

A point at which a graph crosses or touches either axis is called

Two points A and B are symmetric with respect to a line called

All possible real values of the independent variable which result in real values for the dependent variable are what of the equation

A point where two graphs cross or touch is called

What are the 3 basic concepts in the study of analytic geometry?

The angle a line makes with the positive x-axis is called

If lines are what their inclinations are equal, then the lines are

A group of points that satisfy a certain condition is called a

Is the length of the perpendicular from the point to the line

A straight line equation with a variable in addition to x or y represents a

A parabola whose vertex is not at the origin is said to be

The line through the foci intersects the ellipse at two points called the

An ellipse whose center is not at the origin is said to have a

An ellipse may be very circular or long and thin depending on its

When a horizontal and vertical hyperbola share the same asymptotes they are called

Any hyperbola whose center is not at the origin is said to have a

A three-dimensional surface able to be made up of a series of parallel traces all congruent to each other is called a

What is a special case ellipsoid where a = b = c.