## Mathematics

**AP Calculus BC**

Credits: 1

Grade: Junior, Senior

Department: Mathematics

Pre-requisites:

- "A" average in Pre-Calculus Honors
- Recommendation of the teacher
- Students may be asked to take a placement test

*Calculus BC is a more extensive and demanding study of Calculus than Calculus AB. Students who receive qualifying scores on the BC test usually receive credit for two semesters of college calculus. The students must take the Advanced Placement exam in the spring to earn credit for this class. A graphing calculator is required; any TI-83 or any TI-84 is recommended.*

**AP Calculus AB**

Credits: 1

Grade: Junior, Senior

Department: Mathematics

Pre-requisites:

- "B" average in Pre-Calculus Honors
- Recommendation of the teacher
- Students may be asked to take a placement test

*Calculus involves an in-depth look at functions and the use of limit, derivative, and integration concepts in graphing and analysis. The curriculum follows the College Board’s recommendation and students must take the Advanced Placement exam in the spring to earn credit for this class. A graphing calculator is required; any TI-83 or any TI-84 is recommended.*

**Calculus Honors**

Credits: 1

Grade: Junior, Senior

Department: Mathematics

Pre-requisites:

- "B" average in Pre-Calculus OR a “C” average in Pre-Calculus Honors
- Recommendation of the teacher

*Calculus continues the study of functions and introduces both differential and integral calculus with applications. The course gives students a strong foundation for college-level Calculus. This course is strongly recommended as a rigorous fourth year math course. Students who take Calculus may qualify to take a placement test for college credit. A graphing calculator is required, and any TI-83 or any TI-84 is recommended.*

**Pre-Calculus Honors**

Credits: 1

Grade: Sophomore, Junior, Senior

Department: Mathematics

Pre-requisites:

- "B" average in Algebra II Honors
- PSAT score of at least 55

OR - Satisfactory performance on a placement test
- Recommendation of the teacher

*This course is a more rigorous approach to the topics in Pre-Calculus using both an analytical and a graphical approach. An emphasis will also be placed on relating the polynomial, rational, exponential, logarithmic, and trigonometric functions to data analysis. Students will be introduced to limits, continuity, parametric and polar equations, and matrices. This course prepares students for Honors and / or AP Calculus. A graphing calculator is required; any TI-83 or any TI-84 is recommended.*

**Pre-Calculus**

Credits: 1

Grade: Sophomore, Junior, Senior

Department: Mathematics

Pre-requisites:

- "C" average in Algebra II Honors
- PSAT score of 50
- Department recommendation

*Pre-Calculus involves an in-depth analysis of polynomial, rational, exponential, logarithmic, and trigonometric functions including applications. This course prepares a student for Calculus at the high school or college level. A graphing calculator is required; any TI-83 or any TI-84 is recommended.*

**Algebra II Honors**

Credits: 1

Grade: Freshman, Sophomore, Junior

Department: Mathematics

Pre-requisites:

- "A" average in Algebra I
- "A" or "B" average in Geometry Honors
- PSAT score of 50 and recommendation of current math teacher

OR - "A" average in Algebra I
- "A" average in Geometry
- PSAT score of 50
- Satisfactory performance on a placement test
- Recommendation of current math teacher

- A average in Algebra I
- A average in Geometry
- Review of entrance exam results
- Recommendation of current math teacher

*This course is a more rigorous approach to the topics in Algebra II. There will be an emphasis on skills necessary for pre-calculus. A graphing calculator is required, and any TI-83 or any TI-84 is recommended.*

**Algebra II**

Credits: 1

Grade: Freshman, Sophomore, Junior

Department: Mathematics

Pre-requisites:

- "C" average in Algebra I and Geometry
- Recommendation of teacher

*In this course the student makes an in-depth study of the number systems and solves equations and inequalities in both real and complex numbers. Algebra skills are applied to linear, quadratic, exponential and logarithmic functions. Students will also study conic section and matrices. There is an emphasis placed on applications and graphing in this course. A graphing calculator is required, and any TI-83 or any TI-84 is recommended.*

**Geometry Honors**

Credits: 1

Grade: Freshman, Sophomore

Department: Mathematics

Pre-requisites:

- "A" average in Algebra 1
- Satisfactory performance on a placement test
- Recommendation of the current teacher

- "A" average in Algebra 1
- Review of entrance exam results
- Recommendation of the current teacher

*Geometry Honors is a more challenging approach to the topics covered in geometry. Emphasis is placed on discovering and proving conjectures using inductive and deductive reasoning. The course integrates algebraic and problem solving skills using new geometry concepts. Students are introduced to transformational geometry, fractals, and non-Euclidean geometries. A graphing calculator is required; any TI-83 any TI-84 is recommended.*

**Geometry**

Credits: 1

Grade: Freshman, Sophomore

Department: Mathematics

Pre-requisites:

- "C" average in Algebra I
- Recommendation of teacher

*Geometry is an introduction to deductive reasoning and formal proof. There will be emphasis on developing these skills using topics in plane geometry. These topics include: angles, congruence and similarity of triangles, parallel lines, polygons, circles, area, and volume. Problems will make use of the skills acquired in Algebra I. A graphing calculator is required; any TI-83 or any TI-84 is recommended.*

**Algebra I**

Credits: 1

Grade: Freshman

Department: Mathematics

Pre-requisites:

- Pre-Algebra: mastery of the middle school mathematics
- Satisfactory performance on a placement test
- Department recommendation

*This course includes a review of operations with integers, fractions, and decimals; solving equations and inequalities in one variable; introduction to functions; linear functions; systems of linear equations and systems of linear inequalities; operations with polynomials; factoring polynomials; and quadratic functions. This course will deepen and extend the understanding of linear relationships, in part by contrasting them with exponential phenomenon, and in part by applying linear models to data that exhibit a linear trend.*