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代数 2 - フルカリキュラム - パート 1

高校生を対象とした、学習者主導の 8 週間の代数 2 クラス。
Dwight Dunn, Msc. Math, Certified Math Teacher
平均評価:
5.0
レビュー数:
(24)
クラス
再生

含まれるもの

16 ライブミーティング
14 時間 40 分 授業時間
この文章は自動翻訳されています

このクラスで学べること

英語レベル - 不明
米国の学年 9 - 12
As a teacher of Mathematics, the following ideas are employed to make sure students ascertain the most from each session:
*
Students are challenged to think deeply about the problems they are solving, reaching beyond the solutions and algorithms
required to solve the problem. This ensures that students are explaining both how they found their solution and why they chose a particular method of solution.
*
Constantly influencing learning by posing challenging and interesting questions. Questions are asked
that not only stimulate students’ innate curiosity but also encourage them to investigate further.
*
Finally, I always project a positive attitude about mathematics and about students’ ability to “do”
mathematics. I constantly build students’ sense of efficacy and instill in my students a belief that not only is the goal of “doing mathematics” attainable, but also they are personally capable of reaching that goal. Mathematics is not presented as something magical or mysterious.

The major topics to be covered are as follows:
 

Class 1:  Exponents (Review of all Basic Rules)
Class 2: Radicals (Add, Subtract, Multiply, and Divide)
Class 3: Imaginary/Complex Numbers
Class 4: Factoring ( GCF, Difference of Squares, Grouping, Trinomials, Sum and Difference of Cubes)

Class 5: Discriminant and Quadratic Formula
Class 6: Completing The Square
Class 7: System of Equations
Class 8: Polynomial Operations (Add, Subtract, Multiply)
Class 9: Polynomial Division ( Long Division,  Synthetic Division, Remainder Theorem and Factor Theorem)

Class 10: Polynomial Key Features
Class 11: Polynomials Graph
Class 12: Function Part 1-Algebraically, Graphically, Average Rate of Change
Class 13: Functions Part 2-Transformation
Class 14: Function Part 3-Inverses
Class 15: Radical Equations and Exponential Equations with Common Bases
Class 16: Rational Equations

Each lesson will be facilitated with the use of several instructional aids that include but are not limited to:

Problem Attic-This will be used to formulate all questions for all tests and quizzes-This is a test bank with over 280,000 high-quality questions from NY Regents and other states’ released tests, curriculum guides, academic competitions, SBAC, PARCC, NAEP, TIMSS, PISA, and more.  All subjects, all grades, all in one place.  Also, Problem-Attic will be used for differentiated instruction, blended/self-paced learning, warm-ups, exit tickets, flashcards, games, slideshows, and even problem-of-the-day calendars.

その他の情報

外部リソース
学習者は、Outschoolが提供する基本ツール以外のアプリやウェブサイトを使用する必要はありません。
参加しました April, 2021
5.0
24レビュー
プロフィール
教師の専門知識と資格
ノースカロライナ州 教員免許 数学で
修士号 University of The West Indiesから 数学 へ
My name is Dwight Dunn and I have been teaching for approximately 17 years. I have taught at varying levels which include the following: High Schools, Community Colleges, and Universities. Primarily I teach the following courses: Personal Finance and Investing, PreAlgebra, Algebra, Geometry, Precalculus, SAT & ACT Math, and Calculus.
My Credentials include the following: Masters of Science in Pure and Applied Mathematics, Bachelor of Science in Math and Biology, and a Diploma in Accounts and Economics.

Teaching Philosophy:

As a teacher of mathematics, I embrace that the only way to learn mathematics is to do it and understand the rationale behind each step in each problem. By frequently associating oneself to multiple algorithms that surround a specific concept is the only way to perfect those skills needed to gain mastery.  On the contrary, the process of reading examples and proofs in textbooks and from lecture notes is valuable but real learning comes through one's own efforts at solving mathematical problems. This is attained quite frequently by class assignments, but also by in-class discussions and exercises. I view my role as a facilitator for this process. That involves giving students the framework that will cultivate learning in a way that they can explore ideas on their own thus being their own master of the learning process. Thus constant stimulation and nurturing will be given to students that will aid in their development which may take the form of facts given, techniques, differentiated instructions, and encouragement. 
My goals in teaching are not just to promote learning of the subject matter. I also try to help the students learn to think critically and logically, learn problem-solving methods and techniques, and improve writing skills (writing clearly and concisely, explaining step-by-step processes, providing valid reasons for logical arguments).  I try to help students see the course material in a holistic context by requiring them to synthesize the various concepts of the course by applying them together. In addition, I try to let students realize the interrelatedness of math to other disciplines and how certain techniques learned can be used in a daily setting. One such example that I strongly believe is that our physical world is mainly created with mathematics and it is similar to a computer-generated world that relies on algorithms for everything in that simulated world to take place.  So finally I have adopted the Motto of The Mico University College Jamaica (The oldest teacher training institution in the Western Hemisphere).  Motto “ DO IT WITH THY MIGHT”

Finally, I am an avid soccer player that loves the beach all day every day.

レビュー

ライブグループクラス
共有

$50

毎週または$400 16 クラス分
週に2回、 8 週間
55 分

オンラインライブ授業
年齢: 13-18
クラス人数: 3 人-12 人

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