包含什麼
5 預錄課程
3 週
教師的支持1 年訪問權
到內容掌握程度評估
每週 1 小時. There will be one graded test that covers all topics taught in the lessons. The student should show all of their work necessary to arrive at their solutions in order to receive partial credit if the final answer is incorrect. After submitting the completed test, I will create a personalized feedback video explaining any of the necessary corrections.等級
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課堂經歷
英語程度 - B2+
美國 9 - 11 年級
This class is the second part of a multi-part series that covers the content typically taught in a full-year high-school level Algebra 2 class. It is designed for a student continuing their study of algebra after having previously completed an Algebra 1 (or equivalent) course. To be successful in this class, students must be proficient in using exponents and factoring strategies. Each topic in this course includes a comprehensive video lesson and corresponding homework assignment. The video lessons will thoroughly explain the relevant concepts and provide step-by-step examples for better understanding. The lesson videos have an average length of 30-45 minutes, depending on the topic taught. The homework assignment will consist of practice problems directly related to the concepts taught in the lesson. To facilitate self-assessment, a complete solution video for each homework assignment is provided for students to check their work independently. The homework videos are typically around 20 minutes in length, with an overview of all solutions at the beginning, followed by a complete explanation of each exercise. Solutions to the test are only provided when the student submits that assessments. A detailed, personalize correction video will be created for each student as needed. Students can message me with any questions they have about the content of the lessons and assignments for the duration of the class. They can expect a response within 24 hours during daytime hours in the EST time zone. If you choose to pay weekly, you will receive 2 lessons and 2 homework solution video each week, with exception of the final week. In the last week, only the final test will be posted, giving the student the opportunity to catch up if needed and receive feedback. If you choose to pay for the entire class upfront, you will receive all lessons immediately, allowing the student to determine their own completion plan.
學習目標
Student will learn how to multiply and divide polynomials
教學大綱
課程
遵循 Teacher-Created 課程標準
與 Common Core State Standards (CCSS)對齊5 課程
超過 3 週課 1:
Multiplying Polynomials
This lesson covers multiplying polynomials with degree higher than 2 and multiple variables, as well as special cases
課 2:
The Binomial Theorem
In this lesson, the Binomial Theorem is used to expand powers of binomials
課 3:
Dividing Polynomials
This lesson demonstrates long and synthetic division of polynomials
課 4:
Factoring Polynomials
Factoring concepts are reviewed and then applied to polynomials with degrees 3+
其他詳情
先決條件
The student must have completed a complete Algebra 1 class to be successful with the material covered in this class. For best continuity, the student should take my Algebra 2 (Part 1) course prior to this course.
供應清單
For optimal engagement during the video lessons, students are advised to have paper and a pencil readily available to work on the practice problems. While it can be beneficial to have a printer for printing out the worksheets, quizzes, and tests, it is not a requirement. Alternatively, students are welcome to handwrite their responses for the quizzes and tests on paper. Please ensure that the problems are clearly numbered for easy reference.
外部資源
學習者無需使用標準 Outschool 工具以外的任何應用程式或網站。
教師專業知識和證書
馬裡蘭州 教學證書 在 數學
2 個學位
碩士 在 教育 從 Loyola University Maryland
學士學位 在 航空航太工程 從 Virginia Polytechnic Institute and State University
As an experienced and certified classroom instructor, I have expertise in teaching a range of math courses, spanning from pre-algebra to calculus. In addition to my classroom experience, I have also provided individual tutoring to students for numerous years. This experience has allowed me to gain insight into the common misconceptions that students encounter when grappling with math concepts. In order to assist students in overcoming these challenges, I structure my lessons in a manner that addresses these misconceptions and helps students avoid making similar errors.