CCPS Mathematics Course Descriptions
Prerequisite: pre-algebra or beginning algebra in high school or college.
The traditional topics of intermediate algebra through quadratic equations and functions.
Prerequisite: one year of high school algebra or MATH 100.
Development of the number systems — whole numbers through real numbers. Problem-solving strategies, functions, elementary logic and set theory are included.
Prerequisite: MATH 101.
An introduction to geometric concepts, measurement, probability, statistics and basic computer concepts.
Prerequisites: MATH 100 or one year of high school algebra and one year of high school geometry.
A study of functions and graphs, solutions of equations and inequalities and the properties of polynomial, rational, exponential and logarithmic functions.
Prerequisite: MATH 109 or two years of high school algebra and one year of high school geometry.
The study of trigonometric, logarithmic and exponential functions and their applications.
Prerequisite: MATH 109.
Topics from finite mathematics and calculus with applications in the social sciences.
Prerequisite: At least two years of high school algebra.
A quantitative reasoning course for students in the liberal arts, focusing on applications of mathematics to social issues in our world. Contains the study of providing urban services, making social choices, constructing fair voting systems, and planning the fair division of resources.
Prerequisite: High-school level algebra skills and/or successful completion of College Algebra are required.
This course is designed to prepare students for Calculus I. It covers a variety of topics from algebra, with emphasis on the development of rational, exponential, logarithmic and trigonometric functions, including their essential properties, graphs and basic applications. Additional topics range from linear systems to conic sections.
Prerequisite: One year of high school algebra.
A course to acquaint the student with the basic ideas and language of statistics including such topics as descriptive statistics; correlation and regression, basic experimental design, elementary probability, binomial and normal distributions, estimation, and tests of hypotheses and analysis of variance.
Prerequisites: Two years of high school algebra and one semester of high school trigonometry.
A study of the fundamental principles of analytic geometry and calculus with emphasis on differentiation.