老师

塔玛拉Blough

塔玛拉Blough

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Rihab哈比比

Rihab哈比比

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道格•马丁

道格•马丁

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明迪McMann

明迪McMann

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梅根·奥尼尔

梅根·奥尼尔

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特蕾莎修女更理智

特蕾莎修女更理智

迪安娜Tebrugge

迪安娜Tebrugge

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课程

因为数学的本质是顺序的, the grade levels listed are guide行 and will vary with the student’s foundational skills.

 

大学预科

下面的顺序是建议大学预科数学课程. 每一门课程都为下一门课程打下基础. 入门级别将有所不同.

代数I CP

(9级)
资料来源:1 (4.评分)

先决条件:分班考试成绩; Jr. 高的建议

主题包括:涉及整数的运算, 百分比和分数, 用代数方法解方程. This class also introduces basic graphing skills and use of the graphing calculator. Basic word problems and real-life application problems will be addressed. 本课程为学生准备几何CP.

几何CP

(10级)
资料来源:1 (4.评分)

前提条件:代数I CP和代数老师推荐

本课程介绍欧几里得几何. 讲授几何技巧及其应用. 本课程为学生准备代数II CP课程.

代数II CP

(11 - 12级)
资料来源:1 (4.评分)

PREREQUISITE: 几何CP and by SHG Geometry or Algebra I Teacher Recommendation Only

这门课 begins with a review of Algebra I topics including solving linear equations and including solving linear equations and inequalities, 绘制线性方程和不等式, 强调解决问题. 本课程涵盖代数II的主题,如函数, graphing linear and quadratic 功能 and piecewise-defined 功能, 以及函数的变换. 学生 will solve systems of linear equation in two and three variables, 用矩阵求解方程组, 使用多项式函数, 对多项式函数进行运算.

大学代数三角函数入门

(12年级)
资料来源:1 (4.评分)

PREREQUISITE: 代数II CP; SHG Algebra II Teacher Recommendation Only

这门课程是为学生学习大学代数而设计的, 大多数学院和大学的要求是什么. 它包括回顾代数II的概念,强调绘图, 函数及其图的研究, 还有三角函数的介绍. 主题包括:多项式函数, 理性的功能, 对数函数和指数函数, 圆三角函数, 三角恒等式, 以及绘图函数.

 

大学预科

下面的顺序推荐给UCP课程的学生. 每门课程都要求在前一门课程中取得成功.

[Proposed sequence in high school for students who completed 代数I UCP (Zero hour) as an eighth grader: 几何跟单信用证, 代数II UCP, 微积分预科,统计学,大学代数荣誉或微积分]  微积分预科,统计学,大学代数荣誉或微积分]

代数I UCP

(9级)
信贷:D

先决条件:分班考试成绩

学生 entering this course should have knowledge of arithmetic and common mathematical symbols. 学生 will study the structure of the number system and the use of algebraic operations 和功能. 应用程序 of algebraic methods to practical situations is a focus of this course.

几何跟单信用证

(10级)
资料来源:1 (4.评分)

先决条件:代数I UCP与SHG教师推荐

这门课 is an introduction to the fundamentals of plane and space 几何. Both deductive and inductive methods of proof are applied to the study of points, 行, 飞机, 和角度. 应用程序s are made to triangles and other polygons as well as to circles, 特别注意一致性和相似性. Constructions, transformations, and formulas relating to areas and volumes are studied.

代数II UCP

(等级11)
资料来源:1 (4.评分)

先决条件:几何UCP与SHG教师推荐

本课程复习代数1. 附加的主题是线性的, 多项式和二次函数, 矩阵, 激进分子, 复数, 序列与系列, 和二次曲线. 本课程为学生学习微积分或统计学预科做准备.

有关微积分的跟单信用证

(12年级)
资料来源:1 (4.评分)

PREREQUISITE: 代数II UCP (C or higher); SHG Teacher Recommendation

这门课 covers topics in 解析几何 such as 行 in plane, 二次曲线和对数指数函数. 第二学期学习三角学, which emphasizes a geometric and analytic development of the trigonometric 功能 with applications, 极坐标, 以及极坐标绘图. 第一学期期末考试是必须的.

 

荣誉级别

The Honors courses are recommended for students who have advanced knowledge and skills in mathematics. 每年, the achievement grade and the teachers’ recommendations are used to determine the student’s eligibility to enter the next level honors class in this sequence.

如果八年级就掌握了代数一级荣誉, 高中建议的顺序是几何H, 代数II H, 有关微积分的H, 微积分荣誉或微积分AB/BC AP.

如果在九年级上代数I H, 所提出的序列是代数I H, 几何H, 代数II H, Pre-Cal H

代数I荣誉(零时)

(8)级
来源:1 (5).A- The letter grade earned is listed on the high school transcript but the grade is not included in the high school GPA).

PREREQUISITES: Standardized and SHG Testing; Jr. 高的建议.

这门课 is for students enrolled in the local Catholic Elementary Schools.

This is an accelerated course which provides an in-depth study of the structure of the number system; use of algebraic operations 和功能; and quadratic equations, 功能, 和关系. 应用程序 of algebraic methods to practical situations is a focus of this course. 学生必须至少获得C-才能继续学习nd 学期. 这门课为学生获得几何荣誉做准备.

代数I荣誉

(9级)
来源:1 (5).评分)

先决条件:分班考试成绩

学生 entering this course should have a thorough knowledge of arithmetic and common mathematical symbols. This is an accelerated course which provides a more in-depth study of the structure of the number system; use algebraic operations 和功能; and quadratic equations, 关系, 和功能. 应用程序 of algebraic methods to practical situations is a focus of this course. 这门课为学生获得几何荣誉做准备.

代数II荣誉

(等级11)
来源:1 (5).评分)

PREREQUISITE: Algebra I H (B+ or higher); 几何H; Algebra I Teacher Recommendation

This is a rigorous approach to the standard topics of a second year of high school Algebra. 本课程包含线性的工作, 二次函数和多项式函数, 矩阵, 有理数和无理数, 复数, 对数, 序列与系列, 概率统计, 和二次曲线. 应用程序 of algebraic methods to practical situations is a focus of this course.

几何的荣誉

(10级)
来源:1 (5).评分)

PREREQUISITE: Algebra I H (B or higher); SHG Teacher Recommendation

这是一门速成课程,介绍平面几何和空间几何, 结构, 逻辑, 演绎证明. 重点放在精确的数学语言. A strong effort is made to inter-relate the study of Geometry and Algebra. This class prepares students for 代数II荣誉 or for 有关微积分的荣誉.

统计的荣誉

(12年级)
来源:1 (5).评分)

先决条件:代数II UCP (B或更高)

这门课 is an introduction to basic statistics and covers all material associated with an entry level college statistics class. 所涵盖的主题包括基本概率论, 基本描述性统计, 随机变量和概率分布, 统计的抽样分布, statistical inferences involving confidence interval estimation and hypothesis testing for means, 标准差, 和比例, 以及相关和回归.

大学代数荣誉-双学分

(12年级)
来源:1 (5).评分)

先决条件:代数II UCP (B或更高); 学生必须符合LLCC的入学要求.

本课程主要探讨各种代数函数, 包括多项式, 理性的, 指数, 和对数函数. 的属性, 图 and inequalities of these 功能 are analyzed and applications of their use are studied. Other topics include systems of equations, 矩阵, conic sections, 序列与系列. This class is offered as a dual credit class (MAT 113) through LLCC at no additional cost to the student.

有关微积分的荣誉

(11 - 12级)
来源:1 (5).评分)

PREREQUISITE: 代数II H (B or higher); 代数II UCP (A or higher); SHG Teacher recommendation

本课程旨在为微积分的学习做直接的准备. 内容包括广泛的三角学内容, 解析几何, 还有几个高等代数的题目. A deeper understanding of the concept of a function is stressed and applied to many different topics.

微积分荣誉-双学分

(12年级)
来源:1 (5).评分)

PREREQUISITE: 有关微积分的H (B or higher) and SHG Teacher Recommendation. 学生必须符合LLCC的入学要求.

这门课 covers essentially the first semester of college calculus. 它遵循了LLCC课程MAT 131的结果, 其中包括函数的主题, 图, 极限和基本的微分和积分学. 这门课, 尽管仍然要求很高, is intended for the student who does not need 2 semesters of calculus in college. This class is offered as dual credit (MAT 131) through LLCC at no additional cost to the student.

微积分AB预修课程

(12年级)
资料来源:1 (6.评分)

前提条件:微积分预科H (C+或更高)

本课程涵盖了大学微积分的第一学期. 它遵循大学预修课程AB的教学大纲, 其中包括函数的主题, 图, 极限和基本的微分和积分学. 这门课 is intended of the student who does not need two semesters of calculus in college.

微积分BC大学先修课程

(12年级)
资料来源:1 (6.评分)

PREREQUISITE: 有关微积分的H (B+ or higher); SHG Teacher Recommendation

本课程涵盖了大学微积分的前两个学期. 它遵循BC大学先修课程的教学大纲, and is intended for students who have a thorough knowledge of analytic 几何 and elementary 功能 in addition to college preparatory algebra, 几何, 和三角. 极限理论的标准主题, 微分学, 积分也包括在内, 还有矢量微积分的入门材料, 系列, 微分方程. This is a very demanding course and should be taken only by students of excellent mathematical ability who wish to prepare for college work in mathematics, 工程, 化学, 物理, 或医学.