Course Overview

Algebra 1 A (M) provides students with a rigorous and engaging introduction to algebra, designed to foster strong mathematical thinking and problem-solving skills. Rather than emphasizing only procedures and formulas, the course highlights deep understanding, conceptual connections, and flexible approaches to mathematics. Students are encouraged to view math as a dynamic subject that connects to real-world applications and other fields of study.

Key Learning Focus

Students will:

• Develop fluency with rational and irrational numbers.
• Explore structures of expressions and their applications.
• Solve and analyze 1-variable equations and inequalities.
• Study quadratic equations, their solutions, and applications.
• Work with 2-variable equations and inequalities, including graphing and interpretation.
• Understand and apply the concept of functions and their graphs.
• Investigate linear and exponential sequences.
• Strengthen their ability to use mathematical vocabulary, precision, and reasoning.

Instructional Approach

Instruction emphasizes conceptual understanding, procedural fluency, and mathematical reasoning through interactive lessons, visual models, peer demonstrations, and real-world problem solving. Students engage in mathematical discussions, revise misconceptions, and build connections between concrete and abstract representations. Lessons are aligned with the Standards for Mathematical Practice, promoting critical thinking, collaboration, and communication.

Outcome

By the end of Algebra 1 A, students will:

• Demonstrate fluency in core algebraic concepts and problem-solving strategies.
• Apply algebra to real-world contexts using 21st-century skills.
• Justify their reasoning and constructively critique the solutions of others.
• Build confidence through a growth mindset, understanding that mistakes are opportunities to learn.
• Be well-prepared for Algebra 1 B and continued success in higher-level mathematics.