Program Overview
At RDAS, mathematics is more than numbers—it's a powerful lens for understanding the world. Whether modeling climate data, exploring economic inequality, or building logical arguments, our students learn to think critically, solve real-world problems, and communicate with clarity and confidence. The curriculum spans foundational skills to advanced applications, supporting learners through inquiry, creativity, and rigor.
Core offerings include Algebra II, Geometry, and Precalculus, with multiple entry points and honors-level challenges. Advanced students may choose from a dynamic set of electives that blend math with technology, economics, and social impact—from AP Calculus and Statistics to Graph Theory and Real Estate Finance. Our goal is to foster not just fluency, but fearless exploration.
Algebra II
How do we model the world around us? Algebra II explores the power of functions—from exponential growth to quadratic patterns. Students investigate real-life applications, learn to graph and manipulate equations, and begin seeing math as a toolkit for decision-making and design.
Algebra II (H)
This fast-paced course is ideal for students who thrive on challenge. We dive deeper into the structure of equations and functions, with rigorous problems that foster resilience, creativity, and abstract reasoning. You'll encounter complex scenarios where math becomes the language of logic and prediction.
Algebra II Foundations
This course strengthens the core skills of Algebra II at a pace that allows for mastery. Students explore mathematical relationships and build confidence as they work with real-world scenarios, laying the groundwork for future success.
Geometry
Why do bridges stand? Why do bees build hexagons? In Geometry, students explore the logic of shapes, patterns, and space. Through proofs, constructions, and design challenges, they develop spatial reasoning and logical structure.
Geometry (H)
Honors Geometry pushes students to question, conjecture, and construct. With an emphasis on deductive logic, multiple proof styles, and open-ended problems, the course invites mathematical exploration and discovery.
Geometry with Algebra
This blended course weaves algebra review into the study of geometry, offering additional time to strengthen core skills. Students explore shapes and structures while reinforcing the algebraic fluency needed for success in higher-level math.
Precalculus with Trigonometry
How do engineers model ocean waves or predict planetary orbits? Precalculus combines algebraic precision with the beauty of trigonometric patterns. Students learn to build and apply mathematical models that explain real-world behavior.
Precalculus with Trigonometry (H)
For students eager to accelerate, this honors-level course offers greater depth and rigor. From polar coordinates to limits and series, students engage with abstract ideas that prepare them for college-level calculus and beyond.
Calculus
Calculus reveals the mathematics of change—how we model motion, growth, and complex systems. This course covers foundational topics including limits, derivatives, and integrals, preparing students for further study in math, science, and engineering.
Calculus A (H)
This college-level course introduces differential and integral calculus with real-world applications. Students who enjoy mathematical rigor and challenge will thrive, especially those planning to take the AP Calculus AB exam.
Calculus B (H)
The sequel to Calculus A, this course prepares students for the AP Calculus BC exam and deeper mathematical thinking. Topics include series, parametric equations, and advanced integration techniques.
Introduction to Calculus
For students curious about calculus but not yet ready for the full plunge, this semester course builds conceptual understanding of limits, derivatives, and continuity—key ideas that underpin much of modern science and economics.
Quantitative Reasoning
This course asks: What do numbers really mean? Students investigate statistics, budgeting, population data, and social trends. It’s an ideal course for students who want to understand math’s relevance in their daily lives and communities.
Statistics
How do we make sense of uncertainty? This course introduces core concepts of data analysis and probability. With hands-on projects and real-world datasets, students learn to interpret patterns and make informed decisions.
Statistical Analysis Using the R Programming Language
This course dives into statistical modeling using R, a powerful tool in academia and industry. Students tackle real datasets—on topics like nutrition, elections, and social media—to test hypotheses and communicate insights.
Graph Theory in Advanced Math (H)
What connects subway systems, social networks, and electrical circuits? Graph Theory introduces students to nodes, edges, and abstract structures. It’s an ideal course for students interested in computer science, logic, or complex systems.
Methods of Proof in Advanced Math (H)
Proof is the heart of mathematics. In this course, students learn to construct airtight arguments using deductive reasoning, induction, contradiction, and more. Ideal for those considering university-level mathematics.
Discrete Mathematics, Algebra, and Trigonometry
This supportive course strengthens key skills in algebra and trigonometry while introducing applications from coding, architecture, and design. It’s a great bridge to more advanced courses for students needing a little extra time to build fluency.
Mathematical Approaches to Economics
Where theory meets data: This course blends algebra, precalculus, and economic modeling to help students understand markets, choices, and scarcity. Students explore graphs, equations, and policy trade-offs with mathematical tools.
Macroeconomics and Public Policy
This course looks at the big picture: national economies, global markets, and government decisions. Students analyze real policy challenges and use economic models to understand outcomes and potential interventions.
Finance and Asset Management (Mini-Course)
How does Wall Street work? In this hands-on course, students explore stocks, bonds, and investment strategies. They learn to read markets, evaluate risk, and understand the world of finance from an insider’s view.
Philanthropy 101 (Mini-Course)
How do nonprofits thrive? This course explores giving, fundraising, and the economics of impact. Students learn to read nonprofit budgets and examine how values drive financial choices in the public sector.
Introduction to Real Estate Investing (Mini-Course)
Real estate isn’t just about property—it’s about strategy, finance, and vision. This practical course walks students through evaluating investments, understanding leverage, and analyzing market data to make informed financial decisions.