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Please click here for a copy of the course syllabus |
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1.1 - The Building Blocks of Geometry 1.2 - Measuring Length 1.3 - Measuring Angles 1.4 - Geometry Using Paper Folding 1.5 - Special Points in Triangles 1.6 - Motion in Geometry 1.7 - Motion in the Coordinate Plane |
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2.1 - An introduction to Proofs 2.2 - An Introduction to Logic 2.3 - Definitions 2.4 - Building a System of Geometry Knowledge 12.1 - Truth and Validity of Logical Arguments 12.2 - And, Or, and Not in Logic 12.3 - A Closer Look at If-Then Statements 2.5 - Conjectures That Lead to Theorems IG - Instructional Guide Lesson 12.4 - Indirect Proof |
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3.1
- Symmetry in Polygons 3.2
- Properties of Quadrilaterals 3.3
- Parallel Lines and Transversals 3.4
- Proving That Lines are Parallel 3.5
- The Triangle Sum Theorem 11.5
- Euclid Unparalleled IG -
Relationships Between Angles and Sides of a
Triangle 3.6
- Angles in Polygons 3.7
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Midsegments of Triangles and Trapezoids 3.8
- Analyzing Polygons Using
Coordinates 4.1
- Congruent Polygons 4.2
- Triangle Congruence 4.3
- Analyzing Triangle Congruence 4.4
- Using Triangle Congruence 4.5
- Proving Quadrilateral Properties 4.6
- Conditions for Special Quadrilaterals 4.7 -
Compass and Straightedge Constructions 4.8 -
Constructing Transformations 11.3
- Graph Theory |