Math

  • Statistics 12

    Statistics 12 is a course designed to develop students’ mathematical understanding of the tools used to collect, analyze, and interpret data. Students will explore topics such as variation and distribution, probability and uncertainty, and how data drives decision-making and policy creation. The course emphasizes critical thinking, as students will analyze real-world data, connect mathematics to…

  • AP Computer Science Principles 12

    AP Computer Science Principles is an entry-level course that introduces students to the foundations of modern computing. The curriculum does not assume prior knowledge of computing concepts, though knowledge of introductory algebra is assumed. The course covers a broad range of foundational topics, including programming, algorithms, the Internet, big data, digital privacy and security, and…

  • Coding 11: Python

    Programming is a powerful tool for applying computational thinking. Because problem-solving is inherently creative, many challenges can be addressed through coding applications. Classroom activities are project-based and centred on problem-solving, combining online learning to build foundational language skills with larger coding challenges that encourage hands-on learning. This course is well-suited to students who enjoy problem-solving…

  • Foundations of Mathematics 12

    Foundations of Math 12 builds students’ understanding of graphs, probability, statistics, finance, and geometry, helping them make informed decisions about their social, financial, and intellectual lives beyond Brentwood. Many projects are based on real-world applications: figuring out how long it will take to pay off a mortgage for a dream house, investing in the stock…

  • Mathematics 10

     Math 10 starts students on the pathway designed to provide them with the mathematical understandings and critical-thinking skills identified for entry into post-secondary programs. Main topics include algebra, geometry, trigonometry, number operations, and data analysis. Primary emphasis is placed on symbolic manipulation, sophisticated generalization of mathematical concepts, and the development of formal mathematics. The following…

  • Mathematics 9

    The Math 9 curriculum focuses on problem-based learning to help students connect math to the real world. The goal is for students to develop deep mathematical understanding, procedural fluency, logical reasoning, and analytic and creative thinking by actively investigating problems and finding solutions. Units of study include: operations with rational numbers; exponents and exponent laws;…

  • Pre-Calculus 11

    Pre-Calculus 11 hones abstract algebra skills, fluency with numerical operations, proportional reasoning, and competency with functions, building a foundation for all higher mathematics. Although it emphasizes skills and vocabulary found in calculus, these skills are used in everything from science to finance. In addition to regular self-guided practice, Pre-calculus 11 emphasizes the development of communication,…

  • Advanced Topics in Math 12

    This advanced course covers key topics, including an introduction to the central principles of Linear Algebra, Calculus II, and Number Theory. Students also explore the nature of mathematical proof as they engage with a wide range of challenging, thought-provoking problems. Throughout the course, students apply algebraic techniques, graphing, technology, and visualizations to solve complex mathematical…

  • AP Calculus AB 12

    AP Calculus AB emphasizes a deep understanding of fundamental calculus concepts while providing students with experience in a variety of methods and real-world applications. Students are expected to use definitions and theorems to construct logical arguments and justify their conclusions. The course adopts a multi-representational approach, exploring calculus concepts and problems through graphical, numerical, analytical,…

  • Pre-Calculus 12

    Calculus 12 is designed for students who plan to pursue further studies in mathematics or the sciences and who require a deeper understanding of how quantities change in relation to one another. The course features a rigorous workload and a fast-paced delivery of content. To be successful, students should expect to spend approximately one hour…