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Comprehensive Final Exam Review on Conic Sections and Functions

Understand conic sections like parabolas, circles, ellipses, and hyperbolas and delve into exponential and log functions. Learn their properties, formats, and key concepts.

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Comprehensive Final Exam Review on Conic Sections and Functions

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  1. Final Exam ReviewPages 4-8 Conic Sections Exponential Functions Log Functions

  2. What is a conic section? • A conic is simply the intersection of a plane and a double-cone. • 4 common conics are the parabola, circle, ellipse, and hyperbola shown below:

  3. Standard FormatAx2 + Bxy + Cy2 + Dx + Ey + F = 0

  4. Example 1

  5. Example 2

  6. Example 3

  7. Example 4

  8. Parabola Key Concept • The distance from Vertex Point to Focus Point is “p” • This is also the same distance from Vertex Point to the Directrix Line

  9. Vocabulary • The perpendicular chord to the AOS is called the latus rectum(LR) Latus rectum

  10. Conversion between Formats

  11. Properties of Logarithms

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