Course Descriptions

 

  •             Algebra I (Part 2)

            Algebra I (Part 2) is an in-depth review of Algebra I as well as the introduction of more complex topics. The first semester includes simplifying expressions, properties of real numbers, solving linear equations, factoring and simplifying polynomials, and word problems. The second semester covers simplifying and solving fractional expressions and equations, functions, solving systems of linear equations, inequalities, rational and irrational numbers, the complex number system and solving quadratic functions by numerous methods. This course is designed to reinforce the student’s algebraic skills to meet the demands of a rigorous upper school mathematics curriculum.

 

  •           Geometry

          Geometry is an enriched and accelerated course that begins the year with a focus on points, lines, planes, and angles, deductive reasoning, parallel lines and planes, congruent triangles, quadrilaterals, and inequalities in geometry. The second semester covers similar polygons, right triangles, circles, construction and loci, areas of plane figures, area and volumes of solids, coordinate geometry and transformations.

 

  •         Algebra II

          Algebra II begins with an in-depth review of some of the concepts covered in Algebra I, such as simplifying expressions, solving equations and inequalities, linear equations and functions, factoring polynomials, positive and negative exponents, sums, differences, products and quotients of rational expressions, radicals, irrational and complex numbers and all methods of solving quadratic equations. The second semester covers solving cubic and higher degree equations using the tools of synthetic division, interpolation, the remainder and factor theorems, and Descartes rule of signs, conic sections (parabolas, ellipses, circles and hyperbolas), both centered at the origin and shifted, exponential and logarithmic functions, sequences and series, statistics and probability and matrices and determinants.

 

  •         Pre-Calculus Honors

           Pre-Calculus Honors is an extremely rigorous program that begins the year with Trigonometry (triangle trigonometry, trigonometric graphs and identities, and trigonometric applications), vectors, and polar and parametric equations. The second semester covers the topics of limits, functional analysis including the derivative, and differential Calculus with and without the graphing calculator. This course is structured for those students who will be taking AP Calculus in their senior year.

                     

  •         Pre-Calculus Non-Honors

            Pre-Calculus Non-Honors begins the year with an in-depth review of some of the topics of Algebra II such as: conic sections, exponential and logarithmic functions, sequences and series, statistics and probability and matrices and determinants. Vectors, polar and parametric equation, and limits are also introduced. The second semester studies Trigonometry including triangle trigonometry, trigonometric graphs and identities, and trigonometric applications. This course is designed for those students who will be taking Calculus in college.

       

  •         AP Calculus

            AP Calculus provides an opportunity for an in-depth learning of Differential and Integral Calculus and prepares the students to pass the spring AB or BC AP Calculus test.

 

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