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GEOMETRY LITERACY
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1 - CONNECTIONS
2 - TRANSFORMATIONS
3 - CONGRUENCE
4 - SIMILARITY
5 - PROOFS
6 - TRIGONOMETRY
7 - CIRCLES
8 - VOLUME
9 - PROBABILITY
10 - CONSTRUCTIONS
11 - FINAL EXAM REVIEWS
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1 - CONNECTIONS
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Proving Geometric Theorems Algebraically
Slope Criteria for Parallel and Perpendicular Lines
Partitions on Directed Line Segments
Perimeters and Areas using Distance
Algebraic Connections Review
2 - TRANSFORMATIONS
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Undefined Notions and Defintions
Transformations as Functions
Reflections and Rotations Onto Itself
Definitions of Transformations
Specifying a Sequence of Transformations
Transformations Review
3 - CONGRUENCE
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Rigid Motions and Congruence
Rigid Motions and CPCTC
Criteria for Triangle Congruence
Congruence Review
4 - SIMILARITY
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Properties of Dilations
Dilations of Quadrilaterals and Triangles
Similarity Transformations
Angle-Angle Similarity (AA~)
Similarity Problems and Relationships
Similarity Review
5 - PROOFS
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Line and Angle Theorems
Triangle Theorems
Parallelogram Theorems
Proofs Review
6 - TRIGONOMETRY
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Side Ratios of Acute Angles
Sine and Cosine of Complementary Angles
Solving Right Triangle Applied Problems
Trigonometry Review
7 - CIRCLES
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Pythagoras on Circles
All Circles are Similar
Tangent, Radius, Arc and Central Angle Relationships
Arc, Central, Inscribed and Circumscribed Angle Relationships
Inscribed Angle Relationships
Chord, Secant and Tangent Segment Relationships
Inscribed Circles of a Triangle
Circumscribed Circles of a Triangle and Inscribed Quadrilaterals
Construction of a Tangent Line
Arc Length, Radian Measure and Sector Area
Informal Arguments for Circle Formulas
Circle Equations and Completing the Square
Using Coordinates to Prove or Disprove Algebraically that a Point Lies on a Circle
Circles Review
8 - VOLUME
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Informal Arguments with Cavalieri's Principle
Informal Arguments for Volume of a Sphere with Cavalieri's Principle
Using Volume Formulas to Solve Problems
Cross Sections and Solids of Rotation
Modeling Using Geometric Shapes
Density Based on Area and Volume
Volume Review
9 - PROBABILITY
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Unions, Intersections, and Complements
Independent Events
Conditional Probability and Independence
Two-Way Frequency Tables
Everyday Probability
Conditional Probability as a Fraction
Addition Principle
10 - CONSTRUCTIONS
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Formal Constructions
Inscribed Constructions
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Polynomial Expressions
Congruence
Constructions and Proof
Dilations and Similarity
Right Triangle Trigonometry
Trigonometry and the Unit Circle
Circles
Equations and Measurement
Probability Reasoning
Data and Statistical Reasoning
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