数学 Department

本课程是发展小学数学主题的两门课程之一 侧重于推理、解决问题和沟通的学校教学. 的 主题包括基本统计和概率论，二维和三维几何， measurement, coordinate geometry, and graphing. Meets requirements for elementary school teacher 认证.

Transfers to CSU.

本课程培养学生对语言与逻辑之间关系的理解 应该培养分析、批评、提倡观点和推理的能力吗 inductively and deductively. Skills will be developed through writing as well as the formal symbolic representation of arguments.

Transfers to CSU.

本课程适用于专业不要求转学的学生 level math course. It is a survey of mathematical 概念 in a variety of areas. 课程主题包括概率论、统计学、集合论、测量学、几何学等 business finance.

Transfers to CSU.

本课程适用于商务、经济、社会科学专业的学生. 这 本课程培养学生对线性函数、线性方程组的理解 不等式，矩阵，线性规划，金融数学，集合和维恩 diagrams, combinatorial techniques and an introduction to probability.

Transfers to CSU/UC.

本课程介绍不使用三角函数的微积分技术.  它强调将这些概念应用到与商业和管理相关的领域 问题. 函数的导数和积分的应用，包括多项式， rational, exponential and logarithmic functions are studied.

Transfers to CSU/UC.

本课程使用的数据来自商业、社会科学、心理学、 生命科学、健康科学和教育创造对概率更好的理解 促进决策的技术、假设检验和预测技术. Topics include descriptive statistics; probability and sampling distributions; statistical inference; correlation and linear regression; analysis of variance, chi-square and t-tests; and application of technology for statistical analysis including the interpretation of the relevance of the statistical findings.

Transfers to CSU/UC.

这 course covers the theory and applications of trigonometry. 的 topics include 圆和直角三角形的定义三角函数，图形，恒等式， 方程，直角三角形和斜三角形的解，向量，极坐标，和 complex numbers.

Transfers to CSU.

本课程涵盖了中级代数之外的高级代数概念 specifically to prepare students for first semester Calculus.  的 topics include 代数化简、二次曲线、方程与不等式的理论与解法; 方程组，线性函数，指数和对数函数，多项式 and rational functions, binomial expansion and partial fractions.

Transfers to CSU/UC.

Primarily for Science, Technology, Engineering & 数学 (STEM) Majors, this is the first 单变量微分与积分课程:函数，极限 和连续性，微分和积分的技巧和应用，基础 的orem of Calculus.

Transfers to CSU/UC.

Primarily for Science, Technology, Engineering & 数学 (STEM) Majors, this is the second course in differential and integral calculus of a single variable: integration; techniques 积分，无穷序列和无穷级数，极坐标和参数方程，应用 的集成.

Transfers to CSU/UC.

Primarily for Science, Technology, Engineering & 数学 (STEM) Majors, this is the third 微分与积分课程:向量值函数，微积分 多变量函数，偏导数，多重积分，格林函数 的orem, Stokes' 的orem, divergence theorem.

Transfers to CSU/UC.

Primarily for Science, Technology, Engineering & 数学 (STEM) Majors, this course is 常微分方程的介绍，包括定量和 qualitative methods as well as applications from a variety of disciplines. 介绍了 微分方程的理论方面，包括确定何时解(s) 求解的存在性和技巧，包括级数解和奇异解 points, Laplace transforms and linear systems.

Transfers to CSU/UC.