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  • WDS Geometry
  • Inscribed angles in a circle
  • Lengths of segments formed by tangents, secants, and chords
  • Angles and arcs formed by tangents, secants, and chords
  • Proof writing

WDS Geometry

Author:
Peter Omura
Topic:
Geometry
WDS Geometry

Table of Contents

  • Inscribed angles in a circle

    • 1. Inscribed angle in a semi-circle updated 2017
    • 2. Inscribed and Central angles related to the intercepted arc 2017
    • 3. Inscribed angles that have common endpoints 2017!
    • 4. Angles of an inscribed quadrilateral 2017!
    • 5. An angle formed by a tangent and a chord 2017
  • Lengths of segments formed by tangents, secants, and chords

    • Two secants that share a common point
    • The Lengths of two tangent lines drawn from a pt. to a circle
  • Angles and arcs formed by tangents, secants, and chords

    • 1. Angles and arcs formed by two tangent lines 2017
    • 2. Angles and arcs formed by tangent and secant lines 2017
    • 3. Angles and arcs formed by two secant lines! 2017
  • Proof writing

    • 1. Proof Two tangent lines from a pt. are congruent 2017
Next
1. Inscribed angle in a semi-circle updated 2017

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