Algebra I is an entry level course, with students coming from a myriad of math experiences. This foundational course is designed to transition students into the Upper School and covers the following topics: operations on integers and monomials; solutions of first degree equations; elementary word problems; factoring; percents; simple number line graphs; operations on rational numbers, polynomials, and radicals; properties of exponents; graphing linear equations inequalities; systems of linear equations; graphing and solving quadratics. 

Prerequisite: Eighth Grade Math

Geometry is a core course that is required for graduation, and it is designed to transition students into the Upper School through its emphasis on problem-solving, mathematical thinking, collaboration, and communication. We incorporate fundamental algebraic skills when examining lines, angles, triangles, polygons, and circles. Proofs will be used throughout to enhance the students' understanding. The course also covers the Pythagorean Theorem, similarity, trigonometry, transformations, and spatial reasoning. An emphasis on algebra and coordinate geometry will prepare students to be successful as they move into Algebra II.
Prerequisite: Algebra I

Algebra II is a core course required for graduation. It explores the topics of linear functions, quadratic functions, exponential and logarithmic functions, polynomial functions, radicals and rational functions, graphing transformations, and circular trigonometry. This course requires a scientific calculator.   

Prerequisite: Geometry     

Algebra II Honors covers the same topics explored in the regular Algebra II curriculum, but in greater depth, at a faster pace, with increased complexity and expectations. This course requires a scientific calculator. 

Requires Department Chair Approval

Functions provides opportunities for students to understand algebraic, trigonometric, exponential and logarithmic, and polynomial functions in a self-paced environment. Students will gain confidence in math skills as they progress from graphical interpretations to solving equations and inequalities, with a focus on real world applications of math and data. Students are encouraged to use clarity and precision in expression, and are taught in a discovery and inquiry based approach.

Prerequisite: Algebra II

Data is all around us. How do we make sense of it and use it to make decisions? How can we take a sample of 1000 people and know about 300 million people? Statistics, as a mathematical tool, helps us understand our world. This one-trimester course will use activities and problems to introduce the fundamental concepts of statistics, such as data analysis, data collection, and inferential procedures.        

The topics in the Pre-Calculus Honors course will be the same as the core topics in Pre-Calculus, but are presented in greater depth and with increasing complexity.  Students can expect to work at a brisk pace, to focus on developing problem solving skills, and to maintain a primarily abstract approach to the material. The Pre-Calculus Honors course may include additional topics, such as sequences and series, vectors, and matrices, as time permits. Students who complete this course with exemplary work will be considered for Advanced Single Variable Calculus.

Prerequisite: Geometry and Algebra II or Algebra II Honors

Requires Department Chair Approval

This Pinnacle* mathematics course begins where Advanced Single Variable Calculus ends. Students will continue to develop their understanding of differential and integral calculus as it applies to parametric, polar, and other more advanced functions. The course will also cover sequences and series, and approximating functions using series. There is intentional room left open in the curriculum to engage student and teacher interests in related topics (Differential Equations, Linear Algebra, Real Analysis, and Calculus of a complex input are prior examples). Students who take this course should be prepared to have their mathematical intuition and assumptions challenged on a regular basis and will contribute to developing the contents of the course. 

This year-long statistics course will explore data analysis, data collection, probability as it applies to statistical procedures, and inferential statistics. Students will be assessed through tests, projects, and reports as we explore these concepts. This course differs from the Pinnacle course (Statistics in Society*) in regards to the depth of understanding, expectations, and number of assignments. 

Prerequisites: Pre-Calculus or taking Pre-Calculus concurrently.

This Pinnacle* course explores fundamental ideas of statistics such as data analysis, data collection, and inference. Students can expect to work with these abstract concepts and relate them to problems that exist in the world today. This course allows students to choose the topics they are interested in and apply statistical methods to these issues. Students in this Pinnacle* course will be held to a high standard, with the expectation that they will work independently to understand the complexities of the material, and demonstrate this depth of understanding.  

This course is based on an object-oriented methodology, and the content will include: object-oriented design (class specifications and relationships, class hierarchies); program implementation (appropriate distinctions between public and private data, data abstractions, interfaces, methods and parameters, problem solving); program analysis (efficiency, working with case studies); standard data structures (primitive data types, arrays, ArrayLists); standard algorithms (searching, sorting); and computing in context. It will use the Java language to teach the concepts. Students will need access to a computer outside of class in order to complete homework. No prior exposure to computer science courses and/or concepts is required.

Prerequisite: Algebra II 

This is a one-trimester introductory programming course and no previous experience is necessary. Lab work is the primary component of the class. Students will experience the theory and practice of programming through hands-on work with a variety of software tools which may include Lego Robotics and phone app development using MIT App Inventor. Topics will include: input and output procedures; control statements and logic; looping; subprograms; and graphics. Several projects will be based on simple logic games, and many will involve group work. Students will need access to a computer outside of class to complete work.
OFFERED: Fall