This document discusses graphing quadratics in intercept form, where p and q are the roots of the function and the axis of symmetry and vertex can be determined from the roots. It provides an example quadratic equation with roots of 3 and -1 and instructs students to complete practice problems converting equations between standard and intercept form.

1. Graphing Quadratics in Intercept Form

2. Anatomy of a Quadratic Equation in Intercept Formp and q are the roots of the functionAxis of SymmetryVertex

3. For exampleRoots:3, -1Axis of SymmetryVertex

5. Write in Standard Form

7. Write in Standard Form

8. Assignmentp. 249 # 1, 2, 4 - 26 even, 42, 53, 57, 58