Course Overview

Geometry B (M) extends the concepts from Geometry A into more advanced areas, challenging students to apply formal reasoning, proof, and modeling. Instruction emphasizes deep understanding, real-world application, and flexible approaches to problem solving, ensuring that students continue to develop as confident mathematical thinkers.

Key Learning Focus

Students will:

• Prove and apply triangle congruence using formal reasoning.
• Explore similarity and proportionality in geometric figures.
• Apply coordinate geometry to analyze relationships on the plane.
• Develop skills in formal geometric proofs.
• Extend understanding of transformations and similarity to solve complex problems.

Instructional Approach

Through visual models, problem-based learning, and real-world applications, students strengthen their ability to reason, justify, and critique solutions. Peer-model videos and interactive tasks encourage active learning, while connections to 21st-century skills highlight the role of geometry beyond the classroom.

Outcome

By the end of Geometry B, students will:

• Demonstrate proficiency in congruence, similarity, and coordinate geometry.
• Construct and communicate formal proofs with clarity and precision.
• Apply geometric reasoning to real-world contexts and advanced problem solving.
• Continue to build resilience and confidence through a growth mindset approach.
• Be well-prepared for Algebra 2 and higher-level mathematics courses.