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US$40

weekly
or US$120 for 6 classes
班級

轉換函數:掌握圖形修改

新班級
年齡 12-17
現場團體課程
在這個為期三週的課程中,將向學生介紹函數轉換的概念以及它與函數組合和繪圖的關係。我們將探索有助於使這一概念易於理解的想法和策略。
平均評分:
5.0
評論數量:
(1 評論)

即時視訊會議
每週2次,共 3 週
4-12 名學習者(每班)
45 分鐘

包含什麼

6 現場會議
4 小時 30 分鐘 上課時間
作業
每週 1-2 小時. Homework will be given after each class, and it will be discussed and reviewed in the next class if needed. Answer keys will be provided for students to be able to check their work as they complete, but it will not be required to submit the homework for grade.
完成證書
1堂 課程結束後
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課堂經歷

英語程度 - 未知
美國 8 - 11 年級
Intermediate 等級
This course is intended to give students an opportunity to learn about the concept of function transformations and how they are used, interpreted, applied and graphed. It is intended to be an introduction to transformations, so no prior understanding of them is required. However, it will be helpful for a learner to have an understanding of functions and graphing prior to taking the course.

Although we will have a set amount of content to cover each class, the class dynamics and procedures will be tailored to the unique make-up of each group. Larger groups will have more opportunity to work with partners and small group dynamics, while smaller groups will have more individual check-ins with me.

The class will meet twice a week, and each meeting is 45 min to allow for ample time to explore, discuss, and practice the concepts presented. I encourage my students to be active learners by asking and answering questions, offering explanations, etc., as this enriches the experience and the learning for all students.

There will be no required homework assigned in this class, but optional homework assignments/extra practice will be provided after each class meeting for students to complete when needed.

學習目標

Students will learn how to use function composition to apply transformations to parent functions.
Students will learn how to interpret a function equation from the graph when transformations have been applied.

教學大綱

6 課程
超過 3 週
課 1:
Function Composition and Introduction to Transformations
 In this lesson we will go over the operation of function composition, define what function transformations are and how they relate to composition. We will do some simple practice of applying a single transformation to an equation. 
45 分鐘線上直播課
課 2:
Applying Multiple Transformations
 In this lesson, we will focus on how to correctly apply more than one transformation to an equation, paying attention to the order in which the transformations occur. 
45 分鐘線上直播課
課 3:
Interpreting Transformed Functions
 In this lesson, we will practice identifying what transformations are present in different types of functions, paying attention to different formats. 
45 分鐘線上直播課
課 4:
Graphing Transformed Functions
 In this lesson, we will take our understanding of function transformation from the previous lessons and learn how to graph the transformations to turn a parent function graph into a transformed function graph. We will also discuss things like domain and range and which transformations affect them. 
45 分鐘線上直播課

其他詳情

先決條件
Students should have completed an Algebra 1 course and be familiar with the concept of functions and graphing.
供應清單
Paper
Pen or Pencil
Graphing Calculator (I will be using Desmos and the Numworks calculator, but any graphing calculator will work)
外部資源
除了 Outschool 教室外,本課程也使用:

認識老師

已加入 June, 2024
5.0
1評論
教師檔案
教師專業知識和證書
德州 教學證書 在 數學
碩士 在 數學 從 University of Houston
Ever since I started teaching high school math, I noticed how regularly function transformations appear in a variety of levels and topics, from Algebra 1 to Calculus. Therefore, I made it a goal to create a course that will offer students an opportunity to form a strong foundation in a topic that will serve them well throughout their high school math courses and beyond. My qualifications for teaching this topic are:
-B.A. in Mathematics from Rice University
-M.A in Mathematics from University of Houston
-Texas Teaching Certificate
-almost 15 years teaching and tutoring courses that teach and/or use function transformations.


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