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CONIC SECTIONS

  THE ELLIPSE
ELLIPSE
 - Set of all points such that the sum of the
  distances from two fixed points, called the
  foci, is constant.
PARTS

Center
Vertices
Foci – the two fixed points
Major Axis - longer chord passing through
      either of the foci and parallel the major
      axis
Minor Axis – shorter chord perpendicular to
      the major axis passing through the
      center
Latera Recta
   - Plural form of latus rectum
   - chords passing through the foci
    perpendicular to the center
Directrix
   - fixed lines outside the ellipse parallel to
    the minor axis
RELATIONSHIP BETWEEN PARTS

Center to Vertex – a
Center to Minor Axis – b
Center to Focus – c
Diagonal Distance of a
c2 = a2 - b2
Major Axis – 2a
Minor Axis – 2b
STANDARD FORM
    Major Axes          C(0,0)   C(h,k)   Graph




Horizontal Major Axis




   Vertical Major
        Axis
EXAMPLES


1.




2.

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Ellipse (Advanced Algebra)

  • 1. CONIC SECTIONS THE ELLIPSE
  • 2. ELLIPSE - Set of all points such that the sum of the distances from two fixed points, called the foci, is constant.
  • 3. PARTS Center Vertices Foci – the two fixed points Major Axis - longer chord passing through either of the foci and parallel the major axis Minor Axis – shorter chord perpendicular to the major axis passing through the center
  • 4. Latera Recta - Plural form of latus rectum - chords passing through the foci perpendicular to the center Directrix - fixed lines outside the ellipse parallel to the minor axis
  • 5. RELATIONSHIP BETWEEN PARTS Center to Vertex – a Center to Minor Axis – b Center to Focus – c Diagonal Distance of a c2 = a2 - b2 Major Axis – 2a Minor Axis – 2b
  • 6. STANDARD FORM Major Axes C(0,0) C(h,k) Graph Horizontal Major Axis Vertical Major Axis