Explore limits, continuity, differentiation, and the Fundamental Theorem of Calculus. Apply techniques for maximizing functions, use the chain rule and mean value theorem, and integrate algebraic, trigonometric, and transcendental functions to find areas and volumes of revolution.
This course includes differentiation and integration of transcendental functions, parametric equations and polar coordinates, techniques of integration, sequences and series, and improper integrals.
Explore topics in Differential Equations and Vector Calculus. Other topics might include Integration in Double and Triple Integrals.
A term-long course covering advanced topics in Differential Equations and Multivariable Calculus, including Laplace Transforms, Power Series Solutions, and vector calculus theorems.
An in-depth investigation of linear, quadratic, polynomial, rational, exponential, logarithmic, and trigonometric functions.
Equivalent to a college-level, non-calculus course, this course introduces key concepts and tools for data analysis.
This introductory course covers fundamental topics in First Year College Calculus, including functions, limits, continuity, derivatives, and integration.
Learn about starting and managing a small business as you practice pitching ideas, develop marketing strategies, and gain insights from local businesses and successful Pomfret alumni.
In this course, which features a stock trading simulation, students will analyze national income and GDP, examine inflation and unemployment, and explore the basic tools of finance.
Delve into the market forces of supply and demand, elasticity, government intervention, and study a variety of market models from competitive to monopolistic.
Develop the skills and strategies that promote responsible financial planning. Key topics include financial psychology, loans and credit, budgeting, and savings and investing in the capital markets.
An in-depth exploration of algebra, functions, trigonometry, and probability, offering greater breadth and academic rigor compared to the regular section of Algebra II.
For students possessing a strong understanding of Algebra I concepts, high mathematical aptitude, and good reasoning skills.
This course closely investigates the functions taught in Honors Algebra II. Emphasis is placed on mathematical modeling and problem solving.
Builds upon the foundations of arithmetic and develops the basic concepts of algebra while striving to present algebra as a natural, yet necessary, extension of arithmetic.
