Table of Contents:
Module 1: Reasoning with shapes
Topic 1:
L1 & 2: Introduction to the construction of figures
L3: Construct Parallel and Perpendicular Lines
L4: Classifying shapes on the coordinate plane
L5: Area and perimeter on the coordinate plane
Topic 2:
Topic 3:
L2: Proving Triangle Congruence Theorems
L3: Using Triangle Congruence to Solve Problems
Module 2: Establishing Congruence
Topic 1:
L3: Constructing an Inscribed Regular Polygon
L4: Conjecture About Triangles
Topic 2:
L2: Parallel Lines Cut by a Transversal
L3: Exterior and Interior of Polygons
L4: Perpendicular Bisector and Isosceles Triangle Theorems
L5: Angle Relationships Insides and Outside Circles
Topic 3:
L1: SSS, SAS, AAS ... Congruency
L2: Properties of Quadrilaterals
L3: Relationships Between Chords
Module 3: Proportionality
Topic 1:
L1: Figures to Create Similar Figures
L3: Theorems about Proportionality
L5: Application of Similar Triangles
L6: Finding Points on a Line Segment
Topic 2:
L1: Introduction to Trigonometry
L2: Tangent and Inverse Tangent
L5: Complement Angle Relationships
Module 4: Connecting Geometric and Algebraic Descriptions
Topic 1:
L2: Sectors and Segments of a Circle
L4: Volume and Surface Area Formulas for Pyramids, Cone
Topic 2:
L3: Determining points on a circle
Module 5: Making Informed Decisions
Topic 1:
L2: Compound Probability with AND
L3: Compound Probability with OR
L4: Calculating Compound Probability
Topic 2:
L1: Compound Probability for Data Displayed in Two-Way Tables