Mathematics Department

Course Description:
Develop algebraic skills in a wide range of problem-solving situations and achieve an understanding of the concepts and applications of Algebra. Explore properties of real numbers, solve linear and quadratic equations and linear inequalities, evaluate mathematical expressions and functions, sketch and interpret graphs, investigate operations of polynomials and exponents, and solve systems of equations and inequalities.

Course Description:
Develop algebraic skills in a wide range of problem-solving situations and achieve an understanding of the concepts and applications of Algebra. Explore properties of real numbers, solve linear and quadratic equations and linear inequalities, evaluate mathematical expressions and functions, sketch and interpret graphs, investigate operations of polynomials and exponents, and solve systems of equations and inequalities.

Course Description:
Develop algebraic skills in a wide range of problem-solving situations and achieve an understanding of the concepts and applications of Algebra. Explore properties of real numbers, solve linear and quadratic equations and linear inequalities in various ways, evaluate mathematical expressions and functions, sketch and interpret linear and quadratic graphs and their translations, investigate operations of polynomials, exponents, and radicals, study basic statistics and probability, use basic trigonometric ratios, and solve systems of equations and inequalities in multiple ways. Discover the myriad uses of Algebra in real-life applications through supplementary problem sets.

Course Description:
Explore modern Euclidean geometry with an emphasis on logical thinking and the problem-solving concepts and skills learned in Algebra I. Examine three-dimensional geometry and basic trigonometry and its applications. Further develop algebraic skills by applying algebraic concepts to detailed geometry problems, and investigate real-world applications of geometry.

Course Description:
Explore modern Euclidean geometry with an emphasis on logical thinking and the problem-solving concepts and skills learned in Algebra I. Examine three-dimensional geometry and basic trigonometry and its applications, and learn the fundamentals of formal proof. Further develop algebraic skills by applying algebraic concepts to detailed geometry problems.

Course Description:
Explore modern Euclidean geometry with an emphasis on logical thinking and the development of formal proof. Enhance problem-solving concepts and skills learned in Algebra I. Examine three-dimensional geometry, set theory, truth tables, and basic trigonometry and its applications. Perform geometric constructions using traditional methods as well as technology.

Course Description:
Continue to refine computational and manipulative skills and further develop skills in solving linear, quadratic, and absolute value equations and inequalities. Continue the study of various functions and relations, expanding into polynomial equations, rational equations, radical equations, and logarithmic and exponential equations. Explore the solution and graphs of systems of equations and inequalities. Learn about the complex numbers and conic sections.

Course Description:
Further develop skills in solving linear, quadratic, and absolute value equations and inequalities. Continue the study of various functions and relations, expanding into polynomial equations, rational equations, radical equations, and logarithmic and exponential equations. Explore the solution and graphs of systems of equations and inequalities, and discover the strategies for developing scatter plots, linear regressions and linear programming. Learn about the complex numbers and conic sections, and explore applications of algebra two topics.

Course Description:
Analyze and graph linear and quadratic equations and inequalities. Explore the properties of polynomials, radical expressions, rational functions, exponential functions and logarithmic functions. Solve systems of linear equations and inequalities in various ways, including the use of matrices. Learn about probability, conic sections, and sequences and series. Enhance problem-solving skills and discover the many relevant applications of algebra in the real world.

Course Description:
Thoroughly review, develop, and enhance the understanding of functions and their graphs, emphasizing trigonometry and its applications. Further develop computational skills. Investigate basic analytic geometry, vectors, and combinatorics.

Course Description:
Thoroughly review, develop, and enhance the understanding of functions and their graphs, emphasizing trigonometry, vectors, & their applications. Investigate analytic geometry, vectors, and combinatorics.

Course Description:
Thoroughly explore the graphical, numerical and algebraic approach to the basic families of functions, including an emphasis on trigonometric functions. Investigate analytical geometry, vectors and their application to real-world situations, and combinatorics. Discover limits and the concepts of introductory calculus, and develop several strategies for mathematical proof.

Course Description:
Review and expand precalculus topics such as graphs and models, functions and their graphs, linear models and rates of change, and trig graphs and identities. Explore limits and their properties, continuity, basic differentiation rules with such applications as related rates, extrema, concavity, Rolle’s Theorem, Mean Value Theorem, Newton’s Method and natural logarithms. Develop integration techniques and apply them in fields such as area, volumes, arc length and surface area of solids of revolution.

Course Description:
Explore all the topics of differential and integral AB Calculus with additional emphasis on integration techniques. The course also includes the study of slope fields, vectors, calculus on parametric and polar equations, including sequences, convergent and divergent series, power series, MacLaurin and Taylor Series, integrals in polar coordinates and slope-fields.

Course Description:
Learn to summarize data using graphs and numerical summaries by emphasizing how to use the formulas used in the study of statistics. Interpret data in the context of real-world problems and explore how to appropriately collect data. Design experiments to generate data, and then use probability to make conclusions about populations based on acquired samples.

Course Description:
This course covers the calculus component and other components of the IB Math SL curriculum not covered in precalculus, reviews the IB Math SL topics covered in precalculus, and incorporates the completion of the IB Math SL internal assessment. Enrolled students are required to complete the IA and sit for the IB exams at the conclusion of the course. The aim of this course, its curriculum, and content is to develop the IB learner profile traits and encourage students to be communicators, knowledgeable, open-minded, risk-takers, balanced, thinkers, inquirers, principled, caring, and reflective