Course Overview

Geometry (M) provides students with a comprehensive study of the principles, structures, and applications of geometry. The course emphasizes mathematics as a meaningful discipline that goes beyond formulas and procedures, focusing on conceptual understanding, problem solving, and real-world application. Students are encouraged to make connections within mathematics and to other subject areas, developing flexible approaches to reasoning and building confidence through productive struggle.

Key Learning Focus

Students will:

• Explore foundational concepts such as points, lines, planes, segments, angles, and relationships among lines.
• Study triangle properties, congruence, and similarity, applying them to real-world contexts.
• Construct and transform geometric figures and use coordinate geometry for analysis.
• Develop skills in formal reasoning and proof, strengthening precision and logical communication.
• Apply geometry to modeling, measurement, and data interpretation.

Instructional Approach

Instruction combines visual models, peer demonstrations, interactive lessons, and real-world examples. Mathematical discussion prompts and collaborative activities engage students in revising misconceptions, identifying patterns, and strengthening vocabulary. Each unit is aligned to the Standards for Mathematical Practice and integrates 21st-century skills, supporting students' growth as mathematical thinkers ready for both academic and real-world challenges.

Outcome

By completing Geometry (M), students will:

• Demonstrate fluency with geometric concepts, proofs, and coordinate methods.
• Communicate mathematical reasoning with clarity through symbols, models, and vocabulary.
• Apply geometry in practical, real-world situations and interdisciplinary contexts.
• Build confidence, resilience, and a growth mindset, recognizing mistakes as opportunities for learning.
• Be well-prepared for Algebra 2 and higher-level mathematics courses, as well as problem solving beyond the classroom.