Satellite based GPS systems, physicists and architects all use geometry. Most students begin to understand how geometry intersects with life through their understanding of planes, lines, angles and points. As they learn how to apply theorems and deduct proofs they build an essential foundation for spatial reasoning and mathematical understanding.

*(content varies across curricula)*

- Points, Lines, Angles and Planes
- Reasoning and Proof: Inductive, Deductive & Conditional Statements
- Parallel & Perpendicular Lines: Angles, Transversals, Slope

- Congruent Triangles: SSS, SAS, ASA, AAS
- Relationships with Triangles, Perpendicular Bisectors
- Similarity: Geometric Mean, Polygons, Theorems
- Right Triangles and Trigonometry
- Quadrilaterals: Parallelograms, Rhombuses, Rectangles and Squares

- Properties of Tranformations: Vectors, Matrices, Reflections, Rotations, Dilations, Transformations
- Properties of Circles: Tangents, Arc Measures, Properties of Chords
- Measuring Length and Area: Circumference, Rhombuses, Kites
- Surface Area and Volume of Solids: Prisms, Cylinders, Pyramids, Spheres and Cones

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