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Math

  • Algebra I

    This course is an introduction to topics in Algebra. These topics include, but are not limited to: linear functions, exponential functions, rational functions, quadratic functions, radical functions, polynomials, equations, inequalities, and systems of equations and inequalities. This course demonstrates math’s usefulness and encourages independent thinking. Problem solving, logical reasoning, and critical thinking skills will be emphasized through the use of cooperative learning and technology.

    Prerequisite: Pre-Algebra, teacher recommendation, approval from Department Chair.

    A graphing calculator is required for this course.
    Full-Year Course
    Course Code- #2710
  • Geometry

    This course is designed to integrate algebra with geometry. Topics include, but are not limited to: angles, triangle congruences, parallel lines, polygons and polyhedrons, area, volume, circles and spheres, similarity, right triangle trigonometry and transformations. Independent thinking and discovery are encouraged throughout the course. This course demonstrates math’s usefulness and encourages independent thinking. Problem solving, logical reasoning, and critical thinking skills will be emphasized through the use of cooperative learning, manipulatives, and technology.

    Prerequisite: Algebra I, Departmental recommendation required. Students who are new to Wesleyan must take a placement test.
    A graphing calculator is required for this course.
    Full-Year Course
    Standard and Honors courses offered.
    Course Code- #2740
  • Algebra II

    This course is designed to reinforce and extend the concepts presented in Algebra I. Topics include, but are not limited to: equations and inequalities, linear relations and functions, systems of equations and inequalities, matrices, polynomials, irrational numbers and complex numbers, quadratic equations, quadratic relations and functions, polynomial functions, rational polynomial expressions, and exponential and logarithmic functions. This course demonstrates math’s usefulness and encourages independent thinking. Problem solving, logical reasoning, and critical thinking skills will be emphasized through the use of cooperative learning, manipulatives, and technology.

    Prerequisite: Geometry/Geometry HonorsDepartmental recommendation required. Students who are new to Wesleyan must take a placement test.
    A graphing calculator is required for this course.
    Full-Year Course
    Standard and Honors courses offered.
    Course Code- #2720
  • Algebra III

    This course is designed to reinforce and expand the concepts presented in earlier Algebra courses. Topics revisited in this course are: algebraic expressions, equations and inequalities, relations and functions, exponential and logarithmic functions, and systems of equations and inequalities. Graphs of all the above functions will be explored.Many concepts of Trigonometry will be introduced. This course demonstrates math’s usefulness and encourages independent thinking. Problem solving, logical reasoning, and critical thinking skills will be emphasized through the use of cooperative learning, manipulatives, and technology.

    Prerequisite: Algebra II/Algebra II Honors, Geometry/Geometry Honors, Departmental recommendation required. Students who are new to Wesleyan must take a placement test.
    A graphing calculator is required for this course.
    Full-Year Course
    Course Code- #2730
  • Pre-Calculus

    The principal feature of the course is to guide students in developing proficiency in algebraic, numerical, graphical, and verbal methods of representing problems. To support this emphasis, the class utilizes graphing calculators extensively. Students are urged to solve problems by one method and confirm by another, and to interpret their results within the constraints of the model. Topics include, but are not limited to: functions, graphs, solving equations and inequalities, polynomial functions, and exponential and logarithmic functions. Trigonometric topics include: triangle analysis, polar graphing, trigonometric functions and their inverses, fundamental identities, graphing of trigonometric functions, complex numbers, and DeMoivre’s Theorem. This course demonstrates math’s usefulness and encourages independent thinking. Problem solving, logical reasoning, and critical thinking skills will be emphasized through the use of cooperative learning, manipulatives, and technology.

    Prerequisite: Algebra II/Algebra II Honors, Departmental recommendation required. Students who are new to Wesleyan must take a placement test.
    A graphing calculator is required for this course.
    Full-Year Course
    Standard and Honors courses offered.
    Course Code- #2750
  • Calculus

    This course is a study of calculus in one variable. The topics covered include: limits and continuity; differentiation of polynomial, exponential, logarithmic, trigonometric and inverse functions; graph and data analysis based on first and second derivative tests; study of mean and the extreme value theorem; related rates; applications such as velocity and acceleration; integral calculus with applications; area under the curve; net distance; and volumes of solids of revolutions.
    This course demonstrates math’s usefulness and encourages independent thinking. Problem solving, logical reasoning, and critical thinking skills will be emphasized through the use of cooperative learning, manipulatives, and technology.

    Prerequisite: Pre-Calculus, Departmental recommendation required.
    A graphing calculator is required for this course.
    Full-Year Course
    Course Code- #2770
  • AP Calculus AB

    This course is equivalent to a rigorous college Calculus I course and will cover the objectives as listed in the College Board AP Calculus AB Framework. By successfully completing this course, you will develop and apply the MATHEMATICAL PRACTICES over the span of the COURSE CONTENT while discovering an appreciation of Calculus as part of God’s grand and perfect design!
    • MATHEMATICAL PRACTICES:
    1. Implementing Mathematical Processes – determine expressions and values using mathematical procedures and rules.
    2. Connecting Representations – translate mathematical information from a single representation or across multiple representations.
    3. Justification – Justify reasoning and solutions.
    4. Communication and Notation – Use correct notation, language, and mathematical conventions to communicate results or solutions.
    • COURSE CONTENT
    1. Limits and Continuity
    2. Differentiation: Definition and Fundamental Properties
    3. Differentiation: Composite, Implicit, and Inverse Functions
    4. Contextual Applications of Differentiation
    5. Analytical Applications of Differentiation
    6. Integration and Accumulation of Change
    7. Differential Equations
    8. Applications of Integration

    Students scoring well on the AP exam will be eligible for college credit and/or advanced placement at most universities.
    Prerequisite: Pre-Calculus Honors or Standard Pre-Calculus with Department recommendation.
    *A TI-84 Plus CE Graphing Calculator is required for this course. Course Code- #2772
  • AP Calculus BC

    This course is designed to prepare students for the AP Calculus BC exam administered annually by the College Board for the purpose of obtaining college credit while still in secondary school. Topics include those covered in Calculus, as well as others including volumes of known cross sections and slope fields. This course demonstrates math’s usefulness and encourages independent thinking. Problem solving, logical reasoning, and critical thinking skills will be emphasized through the use of cooperative learning, manipulatives, and technology.

    Prerequisite: Must have teacher recommendation, and department chair approval.
    A graphing calculator is required for this course.
    Full-Year Course
    Course Code- #2782
  • Multi-Variable Calculus

    This course transitions from one-variable functions to multi-variable functions. Topics include - but are not limited to - vectors, parametric curves, partial derivatives, and double/triple integrals. The course is an extension of previous calculus courses.

    Prerequisite: AP Calculus BC, Departmental recommendation required.
    A graphing calculator is required for this course.
    Full-Year Course
    Course Code- #2780
  • Statistics

    The focus of this course is to develop the skills required to collect, collate, and analyze data. Emphasis is placed on a variety of applications, designs of experiments, techniques of data analysis, and conceptual understanding. Course topics include, but are not limited to: the nature of data, probability, estimates, hypothesis testing, inferences, correlation, regression, and variance.

    Prerequisite: This course is only open to seniors and fulfills the senior mathematics requirement, or can be taken as an elective concurrently with Pre-Calculus or Calculus; must have teacher recommendation, and approval of the department chair.
    A graphing calculator is required for this course.
    Full-Year Course
    Course Code- #2760
  • AP Statistics

    This course is designed to prepare students for the AP Statistics exam administered annually by the College Board for the purpose of obtaining college credit while still in secondary school. The focus of this course is to introduce students to the major concepts and tools for collecting, analyzing, and drawing conclusions from data. Students are exposed to four broad conceptual themes:
    1. Exploring Data: Describing patterns and departures from patterns
    2. Sampling and Experimentation: Planning and conducting a study
    3. Anticipating Patterns: Exploring random phenomena using probability and simulation
    4. Statistical Inference: Estimating population parameter and testing
    Prerequisite: Pre-Requisite: Geometry and Algebra Two, Departmental recommendation required.
    A graphing calculator is required for this course.
    Full-Year Course
    Course Code- #2762
  • Photo of Andy Randrup
    Andy Randrup
    Math Department Chair, Math Teacher
    Potsdam College of the State University of New York - Master of Science
    United States Military Academy - Bachelor of Science
  • Photo of Deborah Brown
    Deborah Brown
    Math Teacher, HS Faculty Mentor Coordinator
    Georgia State University - Master of Arts
    Georgia State University - Bachelor of Science
  • Photo of Andy Free
    Andy Free
    Math Teacher
    University of Georgia - Bachelor of Science
  • Photo of Andy Mattick
    Andy Mattick
    Math Teacher, STEM Teacher
    Pensacola Christian College - Bachelor of Science
  • Photo of Corrie Nash
    Corrie Nash
    10th Grade Girls Chair, Math Teacher
    Georgia State University - Master of Education
    Bryan College - Bachelor of Science
  • Photo of Chris Paroli
    Chris Paroli
    Assistant Director of Athletics: Media, Math Teacher
    Gordon College - Master of Arts
    Georgia Institute of Technology - Bachelor of Science
  • Photo of Jennifer Sande
    Jennifer Sande
    Math Teacher
    Davidson College - Bachelor of Arts
    Georgia State University - Master of Education
  • Photo of Nicole Scalf
    Nicole Scalf
    Math Teacher
    Auburn University - Bachelor of Science
  • Photo of Kathleen Shade
    Kathleen Shade
    Assistant Director of Christian Life: Service, Math Teacher
    University of Mississippi - Bachelor of Arts
  • Photo of Jack Van Der Sluys
    Jack Van Der Sluys
    Math Teacher
    Georgia Southern University - Master of Education
    Georgia Southern University - Bachelor of Science