Cuer, Mrs.
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- Iroquois High School
- Geometry
Lessons by unit
COMMON CORE GEOMETRY VERSION
UNIT #1 – ESSENTIAL GEOMETRIC TERMS AND CONCEPTS –
Lesson #1 – Points, Distances, and Segments
Lesson #2 – Lines, Rays and Angles
Lesson #3 – Types of Angles
Lesson #4 – Complements and Supplements
Lesson #5 – Circles and Arcs
Lesson #6 – Constructing a Triangle Given Its Sides
Lesson #7 - Additional Geometric Terminology
Lesson #8 - More Properties of Lines
Lesson #9 - Additional Unit #1 Practice
UNIT #2 – TRANSFORMATIONS, RIGID MOTIONS AND CONGRUENCE
Lesson #1 – Transformations
Lesson #2 – Rotations
Lesson #3 – Reflections
Lesson #4 – Isosceles Triangles
Lesson #5 – Translations
Lesson #6 – Congruence and Rigid Motions
Lesson #7 – Basic Rigid Motion Proofs
Lesson #8 - Congruence Reasoning About Triangles
Lesson #9 - Symmetries of a Figure
UNIT #3 – EUCLIDEAN TRIANGLE PROOF – 10 LESSONS
Lesson #1 – Drawing Inferences from Givens
Lesson #2 – The Axioms of Equality
Lesson #3 – Triangle Congruence Theorems
Lesson #4 – CPCTC
Lesson #5 – Proofs with Partitioning
Lesson #6 – Parallel Properties Review
Lesson #7 - More Work with Parallel Lines
Lesson #8 - AAS and Isosceles Triangles
Lesson #9 - Hypotenuse-Leg
Lesson #10 - Additional Triangle Proof
UNIT #4 – CONSTRUCTIONS – 7 LESSONS
Lesson #1 – Introduction to Constructions
Lesson #2 – Constructing Angles and Parallel Lines
Lesson #3 – Constructing Perpendicular Lines
Lesson #4 – The Circumscribed Circle
Lesson #5 – Bisecting an Angle
Lesson #6 – The Inscribed Circle of a Triangle
Lesson #7 – Inscribing Regular Polygons
UNIT #5 – THE TOOLS OF COORDINATE GEOMETRY
Lesson #1 – Slope and Parallelism
Lesson #2 – Slope and Perpendicularity
Lesson #3 – Equations of Lines
Lesson #4 – The Point-Slope Form of a Line
Lesson #5 – Horizontal and Vertical Lines
Lesson #6 – The Pythagorean Theorem
Lesson #7 - The Distance Formula
Lesson #8 - The Midpoint Formula
Lesson #9 - Rotations in the Coordinate Plane
Lesson #10 - Reflections in the Coordinate Plane
Lesson #11 - Translations in the Coordinate Plane
UNIT #6 –QUADRILATERALS – 8 LESSONS
Lesson #1 – Trapezoids and Parallelograms
Lesson #2 – Properties of Parallelograms
Lesson #3 – What Makes a Parallelogram
Lesson #4 – The Midpoints of a Triangle
Lesson #5 – Rectangles
Lesson #6 – The Rhombus
Lesson #7 – Squares
Lesson #8 – Additional Quadrilateral Practice
UNIT #7 – DILATIONS AND SIMILARITY
Lesson #1 – Dilations
Lesson #2 – Dilations in the Coordinate Plane
Lesson #3 – Dilations and Angles
Lesson #4 – Similarity
Lesson #5 – Similarity Criteria
Lesson #6 - Reasoning with Similarity
Lesson #7 - More Similarity Reasoning
Lesson #8 - The Side Splitter Theorem
Lesson #9 - Partitioning a Line Segment
Lesson #10 - The Medians of a Triangle
Lesson #11 - Right Triangles and Similarity
Lesson #12 - Proving the Pythagorean Theorem (no homework)
UNIT #8 – RIGHT TRIANGLE TRIGONOMETRY
Lesson #1 – Similar Right Triangles
Lesson #2 – The Trigonometric Rations
Lesson #3 – Trigonometry and the Calculator
Lesson #4 – Solving for Missing Sides of a Right Triangles
Lesson #5 – Trigonometric Applications
Lesson #6 – More Trigonometry Applications
UNIT #9 – CIRCLE GEOMETRY – 12 LESSONS
Lesson #1 – Circle Terminology
Lesson #2 – Inscribed Angles
Lesson #3 – More Work with Inscribed Angles
Lesson #4 - Intersecting Chords
Lesson #5 - Tangents to a Circle
Lesson #6 - Tangents, Secants, and Their Angles
Lesson #7 - Tangent and Secant Proofs and Practice
Lesson #8 - Secant and Tangent Lengths
Lesson #9 - Equations of Circles
Lesson #10 - Placing Circles in Standard Form
Lesson #11 - Constructing Tangents
Lesson #12 - Equations of Tangent Lines
UNIT #10 – MEASUREMENT AND MODELING
Lesson #1 – Perimeter
Lesson #2 – The Circumference of a Circle
Lesson #3 – The Area of Polygons
Lesson #4 – The Area of a Circle
Lesson #5 – Sectors of Circles
Lesson #6 – Radian Measure of Angles
Lesson #7 – Solids and Their Cross Sections
Lesson #8 – The Volume of Prisms and Cylinders
Lesson #9 – The Volume of Pyramids and Cones
Lesson #10 – Spheres
Lesson #11 – The Volume of a Truncated Cone