# Parabola with Directrix, Focus, Axis of Symmetry , Latus Rectum

## This activity will help you create your own parabola using the given equation and then identify its vertex, focus, axis of symmetry and endpoints of latus rectum.

1. Graph of a parabola in the form of (y-k) = 4c(x-h)^2
2. Identify the focus, axis of symmetry, equation of directrix, and endpoints of latus rectum.

1. What is the relationship of the value of c to its Focus to Vertex and Vertex to directrix?

2. Where does h translate?

3. What should be the coordinates for the endpoints of the latus rectum?