Course Overview

Algebra 1 A, Part 1 provides students with a strong introduction to algebraic thinking while nurturing confidence and flexibility in problem-solving. More than just learning rules and formulas, students develop a deeper understanding of mathematical structures and connections, both within algebra and across other disciplines.

Key Learning Focus

This course emphasizes:

• Mastery of rational and irrational numbers.
• Understanding and manipulating algebraic expressions.
• Solving one-variable equations and inequalities.
• Exploring quadratic equations and their applications.

Instruction is guided by the Standards for Mathematical Practice, ensuring that students not only practice procedures but also build conceptual fluency, communicate mathematically, and approach problems with multiple strategies.

Instructional Approach

Students engage daily in activities that highlight critical thinking, precision, and collaboration. Visual models help bridge the gap between concrete and abstract concepts, while peer-led video demonstrations and real-world applications bring mathematics to life. Class discussions and prompts encourage students to share reasoning, identify patterns, revise misconceptions, and deepen their understanding of core concepts.

Real-World Connections

The course integrates 21st-century skills, demonstrating how algebraic reasoning applies beyond the classroom. By connecting mathematics to real-world contexts, students gain the tools needed to thrive in higher-level courses, postsecondary education, and future careers requiring analytical thinking.

Growth Mindset and Student Success

Algebra 1 A, Part 1 promotes a growth mindset by encouraging students to see challenges and mistakes as opportunities for learning. The course fosters resilience, perseverance, and curiosity—key traits for success in mathematics and beyond.