高中生暑期班

代数1
Virtual Synchronous with Office Hours and Synchronous Final Exam on July 28th from 9AM-11AM

先决条件:算术

代数是一种思考和表示许多情况的方法. 作为美国数学协会的主席, 保罗左恩, 所述, “What amazes me still is the power of one simple idea: You can manipulate unknowns and knowns to solve equations.“这门课程向学生介绍这些新思想和新的学习方法. 让学生把代数看作解决问题的工具是很重要的, 推理, 沟通, 建立联系. 代数1的主要内容包括符号代数.g., equation solving, exponents, factoring), functions, data analysis, and mathematical modeling. These topics are embedded in contextual settings that provide students with an opportunity to make connections between algebra and other disciplines. Technology enables students to solve problems and to make mathematical conjectures in a variety of ways.  学生 will be 要求 to have a TI-83 graphing calculator or a comparable calculator for the course. 在几何成功的安置, students must earn a B or higher in the course or an A- or higher to be placed in Honors Geometry.

Synchronous Class Structure: 学生 will engage with their math teacher online via Google Meet.  学生将获得同步和异步学习的机会.  Six week credit classes will meet Monday through Friday from June 20th to July 28th from 9AM-12PM.  每位老师将有预约的办公时间会议. 

先进的几何
Virtual Synchronous with Office Hours and Synchronous Final Exam on July 28th from 9AM-11AM

先决条件:代数1

这是经典之作, proof-based course where students will study all of the fundamentals of Euclidean Plane Geometry while learning to express their own mathematical thinking in clear, 顺序, 以及合理的论证. 的逻辑, 技能, and format that students will use in their geometry proofs will serve as a model for their work in the many disciplines that require well-constructed expository essays and arguments. 这门课程要求严格，节奏快. It requires a commitment to work cooperatively as learners in the classroom and to wrestle with complex concepts at home.  学生 will be 要求 to have a TI-83 graphing calculator or a comparable calculator for the course.  要想成功修习代数2，学生必须在这门课上取得B-或更高的成绩.  为成功安置在荣誉代数2与三角, 这门课的成绩必须达到B+或更高.

Synchronous Class Structure: 学生 will engage with their math teacher online via Google Meet.  学生将获得同步和异步学习的机会.  Six week credit classes will meet Monday through Friday from June 20th to July 28th from 9AM-12PM.  每位老师将有预约的办公时间会议. 

先进的微积分
7月28日上午9点至11点，办公时间不同步，期末考试同步

先决条件:代数2与三角

微积分预科荣誉课程是为有兴趣学习AP微积分的学生开设的, 他们很可能希望在大学里学习数学相关的领域. 本课程是在BC微积分之前的课程, 但如果学生愿意，也可以选择AB微积分. 和微积分预备课一样, the course focuses on the use of technology and data analysis to develop students’ thinking, 解决问题, 沟通技巧. 学生将学习理解函数的语言(域和范围), 奇偶, 周期, 对称, 0, 拦截, 等.)涵盖的主题包括转换和函数属性, 序列, 系列, 以及概率和统计主题. 在春天, 女孩们将开始学习微积分, 体验极限的话题, 衍生品, 还有两种积分! 进一步, 女孩们不仅会学到如何应用她们以前学过的技能, 还有各种想法是如何协同工作的. 学生 will be able to work with functions represented in a variety of ways - graphical, 数值, 分析, 或者是口头的，他们会理解这些表征之间的联系. 技术被纳入帮助. 学生 will learn to communicate mathematics and explain solutions to problems both orally and in written sentences.  学生 will be 要求 to have a TI-83 graphing calculator or a comparable calculator for the course.  本课程为学生在AP微积分AB或BC的成功做好准备.  For successful placement in AP Calculus BC, students must earn an A- or higher in the course.  For successful placement in AP Calculus AB, students must earn a B or higher in the course.  要想成功修习微积分课程，学生必须在这门课程中取得C或更高的成绩.

Asynchronous Class Structure: The two week Trigonometry course and 先进的微积分 course will be taught asynchronously.  Content will be released every week on Monday and will be due the following Sunday at 11:59PM.  办公时间由预约提供.

三角学(两周课程)
7月28日上午9点至11点，办公时间不同步，期末考试同步

先决条件:代数2

选修这门课程的学生将学习所有关于三角函数的知识, 他们的应用程序, 以及如何用正弦和余弦间接测量. 学生 will apply algebra they have learned by verifying 三角恒等式 and solving trigonometric equations. 学生将把这些原理应用于数学和科学的各个领域. 主题将包括角和三角形, 弧度的措施, 向量, 三角恒等式, 图, 和公式. 在课程结束时, 学生将对支配三角关系的法则有扎实的理解, 能够在现实世界中运用三角学作为解决问题的工具, 并通过数学推理逻辑地解决问题.  结合代数2的必备知识, 本课程为学生在荣誉微积分预科课程中取得成功做好准备.  学生 will be 要求 to have a TI-83 graphing calculator or a comparable calculator for the course.  为了能顺利进入荣誉微积分预科课程, students must earn an B+ or higher in the course and have earned a final grade of an A or higher in 代数2.

Asynchronous Class Structure: The two week Trigonometry course and 先进的微积分 course will be taught asynchronously.  Content will be released every week on Monday and will be due the following Sunday at 11:59PM.  办公时间由预约提供.