Geometry

This course introduces the student to geometrical relationships and the concepts of formal deductive proof. Strong emphasis is placed on both algebraic manipulation and numerical calculation. Topics include congruency and similarity of triangles, parallel and perpendicular lines, area and volume formulas, properties of polygons and circles, coordinate geometry, and construction techniques.

Syllabus

Please read and review the course syllabus.

Click on the book to access the online textbook site. The site offers an online textbook, lesson by lesson self check quizzes, tutoring for specific homework questions, etc.

This book offers the resources necessary to learn a lesson, study for a test/quiz, and/or review a topic you missed. If you are absent it is important to check out some of the tutorials for the problems you missed learning how to do in class!

Period 4 Google Classroom

Google Classroom Code: nx22dta

Fall Semester Topics

Fall Chapters 1-6

Perform Transformations in the Plane: Define and use notation for geometric figures (Ch.1)

Prove geometric theorems about Lines and Angles (Ch. 2 & 3)

Prove Geometric theorems about Triangles (Ch.4 & 5)

Use transformations to Define and show Triangle Congruence (Ch.4)

Prove Geometric theorems about Parallelograms (Ch.6)

**Please note that the order may change.**

Spring Semester Topics

Spring Chapters 7-12

Define and use triangle Similarity (Ch.7)

Use Trigonometry to Solve Problems (Ch.8)

To Complete Transformations (Rotations, Reflections, Dilations and Translations Ch.9)

Apply Theorems About Circles (Ch.10)

Find Areas of Polygons and Circles (Ch.11)

Find Surface Area and Volume of Solids (Ch.12)

**Please note that the order may change.**

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