1. Sections 10.1-10.3 Conic Sections
Circles
Parabolas
Ellipses
Hyperbolas
10.1,2,3

2. Introduction to Conic Sections Parabola Circle Ellipse Hyperbola
10.1,2,3

3. Ax2 + By2 + Cxy + Dx +Ey + F = 0
The constants A, B, C, D, E and F determine the nature of the graphs formed
For conic sections, A and B cannot both be 0
10.1,2,3

4. Remember Parabolas? Two styles: Functions & Relations Find the Vertex:
x = -b/(2a),
(or y = -b/(2a))
solve for y or x
10.1,2,3

5. A Circle has a Center and a Radius
Find the center & radius
10.1,2,3

6. Sketch a circle: (double “complete the square”) Find the Center and Radius
10.1,2,3

7. An Ellipse also has a Center and Foci
10.1,2,3

8. Graphing an Origin-Centered Ellipse
10.1,2,3

9. An Ellipse Centered at (h,k)
10.1,2,3

10. Hyperbolas have Two Branches
10.1,2,3

11. A Hyperbola Centered at the Origin
10.1,2,3

12. Non-Standard Hyperbola
10.1,2,3

13. What Next? The Final Exam
10.1,2,3