Matrix
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Geometry
UNIT.1
Constructions and Rigid Transformations
Constructions
Build It
Constructing Patterns
Construction Techniques 1: Perpendicular Bisectors
Construction Techniques 2: Equilateral Triangles
Construction Techniques 3: Perpendicular Lines and Angle Bisectors
Construction Techniques 4: Parallel and Perpendicular Lines
Construction Techniques 5: Squares
Using Technology for Constructions
Speedy Delivery
Rigid Transformations
Rigid Transformations
Defining Reflections
Defining Translations
Incorporating Rotations
Defining Rotations
Symmetry
More Symmetry
Working with Rigid Transformations
Practicing Point by Point Transformations
Evidence and Proof
Evidence, Angles, and Proof
Transformations, Transversals, and Proof
UNIT.2
Congruence
Congruent Triangles
Congruent Parts, Part 1
Congruent Parts, Part 2
Congruent Triangles, Part 1
Congruent Triangles, Part 2
Points, Segments, and Zigzags
Side-Angle-Side Triangle Congruence
Angle-Side-Angle Triangle Congruence
The Perpendicular Bisector Theorem
Practicing Proofs
Side-Side-Angle (Sometimes) Congruence
Proofs about Quadrilaterals
Proofs about Quadrilaterals
Proofs about Parallelograms
Bisect It
UNIT.3
Similarity
Properties of Dilations
Scale Drawings
Scale of the Solar System
Measuring Dilations
Dilating Lines and Angles
Splitting Triangle Sides with Dilation, Part 1
Similarity Transformations and Proportional Reasoning
Connecting Similarity and Transformations
Reasoning about Similarity with Transformations
Are They All Similar?
Conditions for Triangle Similarity
Other Conditions for Triangle Similarity
Splitting Triangle Sides with Dilation, Part 2
Practice With Proportional Relationships
Similarity in Right Triangles
Using the Pythagorean Theorem and Similarity
Proving the Pythagorean Theorem
Finding All the Unknown Values in Triangles
UNIT.4
Right Triangle Trigonometry
Angles and Steepness
Angles and Steepness
Half a Square
Half an Equilateral Triangle
Ratios in Right Triangles
Working with Ratios in Right Triangles
Defining Trigonometric Ratios
Working with Trigonometric Ratios
Applying Ratios in Right Triangles
Sine and Cosine in the Same Right Triangle
Using Trigonometric Ratios to Find Angles
Solving Problems with Trigonometry
Approximating Pi
UNIT.5
Solid Geometry
Cross Sections, Scaling, and Area
Solids of Rotation
Slicing Solids
Creating Cross Sections by Dilating
Scaling and Area
Scaling and Unscaling
Scaling Solids
Scaling Solids
The Root of the Problem
Speaking of Scaling
Prism and Cylinder Volumes
Cylinder Volumes
Cross Sections and Volume
Prisms Practice
Understanding Pyramid Volumes
Prisms and Pyramids
Building a Volume Formula for a Pyramid
Working with Pyramids
Putting All the Solids Together
Surface Area and Volume
Volume and Density
Volume and Graphing
UNIT.6
Coordinate Geometry
Transformations in the Plane
Rigid Transformations in the Plane
Transformations as Functions
Types of Transformations
Distances, Circles, and Parabolas
Distances and Circles
Squares and Circles
Completing the Square
Distances and Parabolas
Equations and Graphs
Proving Geometric Theorems Algebraically
Equations of Lines
Parallel Lines in the Plane
Perpendicular Lines in the Plane
It’s All on the Line
Intersection Points
Coordinate Proof
Weighted Averages
Weighted Averages in a Triangle
Lines in Triangles
UNIT.7
Circles
Lines, Angles, and Circles
Lines, Angles, and Curves
Inscribed Angles
Tangent Lines
Polygons and Circles
Quadrilaterals in Circles
Triangles in Circles
A Special Point
Circles in Triangles
Measuring Circles
Arcs and Sectors
Part to Whole
Angles, Arcs, and Radii
A New Way to Measure Angles
Radian Sense
Using Radians
UNIT.8
Conditional Probability
Up to Chance
Up to Chance
Playing with Probability
Sample Spaces
Tables of Relative Frequencies
Combining Events
Combining Events
The Addition Rule
Related Events
Related Events
Conditional Probability
Using Tables for Conditional Probability
Using Probability to Determine Whether Events Are Independent
Conditional Probability
Probabilities in Games