I. Introduction

Geometry is the math of shape and space, describing and measuring how foundational geometric objects relate to each other and helping us calculate properties of real and modeled objects

II. Outline

  1. Foundations
    • points
    • lines
    • planes
    • notation
  2. Angle Relationships
    • vertical
    • complementary
    • supplementary
    • transversals
  3. Triangles
    • properties
    • special triangles
  4. Congruence Proofs
    • SSS, SAS, ASA, AAS, HL
  5. Similarity
    • scale factor
    • AA/SAS/SSS
  6. Polygons & Quadrilaterals
    • parallelograms
    • trapezoids
    • kites
  7. Circles
    • arcs
    • chords
    • tangents
    • inscribed angles
  8. Coordinate Geometry
    • distance
    • midpoint
    • slope
    • equation of a circle
  9. Transformations
    • translations
    • rotations
    • reflections
    • dilations
  10. Area & Perimeter
    • 2D measurement
    • composite figures
  11. Surface Area & Volume
    • 3D solids
  12. Right-Triangle Trigonometry