CURRICULUM

Empowering Lifelong Learners
At Burke Mountain Academy, our college-preparatory academic program fosters a passion for lifelong learning. Our expert faculty, who hold 100% Master's Degrees or higher, is deeply committed to our students' success.
With an average class size of eight, BMA leverages an individualized approach to education. We focus on engaging students and empowering them to be partners in their educational journey. Here, students learn how to solve problems and think creatively in an academic environment that encourages exploration, growth, and the pursuit of knowledge.
Curriculum
Firmly rooted in project-based and experiential learning, our curriculum is constantly refined, reflecting our dedication to innovation and our commitment to providing a rich and challenging course of study to empower each student. Using small classes and strong relationships between students and faculty, we strive toward character development goals, work ethic, and lifelong intellectual curiosity.
Course Catalog 2025-26
HUMANITIES
English
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- English 12
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History
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This full-year course is a comprehensive survey intended to expose students to the major themes and events of Modern World History, giving unity to this broad topic through the four themes of interaction between humans and the environment, cultural and intellectual developments, social and political organization, and economic transformations. The course is organized chronologically, beginning with the Age of Absolutism and closing with the calamity of World War II and the Cold War. Formal assessments include unit tests, quizzes, short analytical essays, formal debates, and projects.
Teacher: Dave Chamberlain
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MATH
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Calculus 2
This comprehensive course covers advanced integration techniques and applications for single variable functions. Students will extend their knowledge of integration from Calculus I to include integration by parts, trigonometric substitution, and improper integrals. Applications of differentiation and integration will extend to parametric equations and equations defined in polar coordinates. An in-depth study of sequences and series will complete the course with emphasis placed on tests for convergence and divergence, power series, McLaurin and Taylor series, and the interval and radius of convergence. Successful completion of this class enables students to move on to more advanced mathematical coursework such as Multivariable Calculus, Differential Equations, or Linear Algebra.
Teacher: Britta Milks
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Calculus
This course is equivalent to a first-semester, introductory college calculus course, covering differential and integral calculus. Students will study limits of functions, continuity, derivatives, and applications of the derivative. As part of integral calculus, students will examine the definite integral as a limit of Riemann sums, area under a curve, area between two curves, volume of solids, solutions to differential equations, and various real-life applications related to economics, biological, and physical situations. Throughout the course, students will build their understanding of mathematical modeling in order to use functions and data to model real-world situations. Successful completion of this class enables students to move on to more advanced coursework in calculus.
Teacher: Britta Milks
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Precalculus
This course is designed to give students greater preparation for calculus by furthering their study of algebra, geometry, and trigonometry. Students will expand their knowledge of linear and quadratic functions, polynomials, exponential and logarithmic functions, as well as radical and rational functions. Additional topics include an in-depth analysis of trigonometry, an introduction to polar and parametric equations, as well as an exploration of sequences and series. Time permitting, additional topics may include conic sections and a brief introduction to calculus concepts. Successful completion of this course enables students to move on to a calculus course.
Teacher: Britta Milks
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Algebra 2
This course is designed to advance students' understanding and application of algebra skills. Topics covered include a brief review of first-degree polynomials, followed by an in-depth study of higher-power polynomials, rational, radical, exponential, and logarithmic functions. Particular attention is given to the relationship between functions and their graphs. Central to the course is the development of mathematical modeling and problem-solving skills, where students learn how to craft conceptually and procedurally fluent responses to mathematical prompts. Successful completion of this course enables students to move on to Precalculus.
Teacher: Britta Milks
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Geometry
Geometry is a spatial mathematics class that aims to understand the dimensionality and representation of shapes in space. The concepts in class build over time, beginning with basic points and lines, progressing to angles and parallel lines, two-dimensional polygons, and ultimately three-dimensional shapes. Students will explore plane and solid geometric figures while investigating topics such as congruence, similarity, length, perimeter, and area. Constructions will enable students to travel between worded descriptions of problems, symbolic notation, and visual representations of ideas. As an intermediary class between Algebra 1 and Algebra 2, Geometry class also aims to keep algebraic skills fresh by interweaving concepts of algebra, including the slopes of parallel and perpendicular lines, working in a coordinate plane, equations of circles, factoring, and simplifying radicals. By working through formal proofs, students will use logic in order to understand the progression from postulates and definitions to complex theorems.
Students will be assessed through nightly homework assignments, graded for completion. Daily homework discussions will allow students to share and explain their problem solutions in a collaborative discussion format. This component of class is essential in encouraging students not just to memorize concepts and solutions, but to experience mathematics as a process that requires communication, collaboration, discussion, and perseverance. Each chapter or unit will conclude with a summative test combining topics and gauging students’ mastery of the content. Units will also contain more physical, project-based assessments in order to demonstrate various practical applications of concepts.
Teacher: Kenyon Fatt
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FOREIGN LANGUAGE
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ELECTIVES
Economics
Economics at Burke Mountain Academy is a Socratic, data-driven exploration of why individuals, firms, and governments make the choices they do and how those choices ripple through markets and society. Blending classical economic theory with hands-on analytics, the course weaves together micro- and macroeconomics, behavioral insights, and introductory econometrics. Students learn to build and test economic models in Google Sheets, clean and visualize real-world data, and communicate their findings in clear, persuasive prose and presentations. By discussing current events and policy proposals, students sharpen their ability to question assumptions, weigh trade-offs, and make evidence-based decisions in their own lives.
During the fall, we anchor ourselves in microeconomics with discussions on utility maximization, supply-and-demand dynamics, and market structures, with brief forays into behavioral and business economics revealing where these theories meet messy human realities. The winter pivots to the econometric “toolbox”: descriptive statistics, probability, confidence intervals, correlation, and linear regression, all practiced on student-collected and public economic datasets. Spring zooms out to macroeconomics, using GDP, unemployment, and inflation to understand the levers of fiscal and monetary policy against the backdrop of today’s political economy. By the year’s end, students should possess a fluent, data-backed economic lens for personal, civic, and career decisions.
Teacher: Duncan Barnes
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