通貨、タイムゾーン、言語の設定を開く

ログイン

初等代数中学校数学フルカリキュラム

加速型初等代数コースでお子様の数学スキルを加速させましょう。分数、代数式、方程式などの基本的なトピックを詳しく学習して、より高度な数学の課題に備えましょう。

Academy for Gifted Youth

平均評価:

5.0

レビュー数:

(23)

Rising Star

含まれるもの

27 ライブミーティング

22 時間 30 分授業時間

宿題：

週あたり 2-4 時間. 📝 Homework Assignment Description: Throughout the week, students will be given 2-4 hours of homework assignments to reinforce concepts learned during class. These assignments will consist of practice problems, application tasks, and review exercises to encourage mastery of the material. ⏰ Homework Frequency: Homework will be assigned on a weekly basis, with a total time commitment of 2-4 hours per week dedicated to completing these assignments. ✅ Checking for Correctness: Homework assignments will be subject to review for correctness to ensure that students grasp the material effectively. Discussions and explanations of homework solutions will be provided during the following class session to address any queries or offer additional support. 📚 Assignments Requirement: While all homework assignments are highly encouraged for optimal learning outcomes and comprehension, completion of all tasks will not be mandatory for all students; however, strong dedication and effort on homework tasks are vital for the reinforcement and application of learned concepts.

テスト

🎯 Assessment Description: Assessments will play a crucial role in evaluating student progress and understanding throughout the course. A variety of assessment types, including diagnostic pretests, posttests, quizzes, and possibly unit tests, will be offered to monitor learning achievements and measure comprehension of covered topics. 🔄 Assessment Frequency: Students will undergo a diagnostic pretest before the course begins to gauge foundational knowledge. A posttest will be administered after the completion of chapter 12 in the curriculum to assess cumulative learning. Quizzes may be given periodically to track progress and comprehension. 📑 Assessment Format: Assessments may vary between in-class quizzes, take-home assignments, and post-class review quizzes to cater to diverse learning preferences and to offer flexibility in demonstrating comprehension. 🏆 Requirement for Students: While all assessments are highly beneficial for gauging understanding and promoting growth, participation in required assessments, such as pretests and posttests, are mandatory for all students to ensure accurate assessment of learning outcomes and drive continuous improvement in mathematical proficiency.

評価

📊 Grading Options Description: The grading system for the course will be based on equal-weighted assignments, where each assignment contributes equally to the overall grade. Final grades will be determined by computing the average performance across all assignments completed during the course. 🔍 Grades Disclosure: Grades for individual assignments and the final overall grade will be provided to all learners as part of the standard assessment process. Transparency in grading will promote clarity on students' progress and drive motivation for continual improvement. 📝 Grade's Role in Class: Grades play a pivotal role in measuring individual progress, comprehension of concepts, and mastery level of prealgebra topics covered in the course. Not only do grades aptly reflect the degree of understanding and participation in assignments, they foster goal-driven learning and encourage engagement throughout the course. A student's final grade is a quantitative assessment reflecting their dedication and mastery of pertinent curriculum content, incentivizing continued participation and effort in each assignment.

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 6 - 9

Beginner レベル向け

📚 Join our Accelerated Math: Prealgebra class and embark on an engaging journey to mastery in essential prealgebra topics. 

From the basics of arithmetic to algebraic expressions and equations, this course is designed to challenge advanced learners seeking to enhance their math skills in a stimulating environment.

Class Experience:
🚀 In this semester-long course, students will delve into a comprehensive curriculum covering the fundamentals of prealgebra.

🛎️ Each session will feature structured activities including a bell ringer to warm up, direct instruction, guided practice, and independent practice to assess understanding.

🖥️ Students can anticipate engaging with Kahoot quizzes, diverse instructional mediums, and personalized feedback to foster a deep comprehension of mathematical concepts. This dynamic blend of instruction, practice, and interactive activities will encourage participation, deeper learning, and skill development in a collaborative virtual setting.

What will be taught?
📏 Students will be taught essential prealgebra concepts including arithmetic, whole numbers, fractions, decimals, percents, integers, powers, exponents, roots, measurements, charts, graphs, probability, statistics, variables, algebraic expressions, and simple equations.

What topics will you cover?
🧮 The course will cover a comprehensive range of math topics crucial for building a strong foundation before advancing to more complex algebraic concepts.

How is your class structured?
🔔 The class will follow a structured format including bell ringer activities for warm-up, direct instruction, guided practice, independent work, engaging Kahoot quizzes, and interactive discussions.

How will you teach?
🎲 Teaching will be interactive and engaging, employing varied methodologies such as visual aids, practice problems, discussions, gaming platforms, engaging slides, and possibly video clips to cater to diverse learning styles.

What's your teaching style?
🌟 The teaching style will be dynamic, systematically moving from simpler concepts to more advanced ideas and fostering critical thinking skills through personalized feedback and real-life application of math concepts.

How much will learners get to interact with you and each other (mention specifics like: lecture, games, slides, video clips, discussion)?
👥 Students will actively interact with the instructor through discussions, interactive slides, engaging quiz platforms like Kahoot, and video clips that enhance understanding. Collaborative learning will be promoted through peer interactions during activities, discussions, and group problem-solving tasks.

学習到達目標

Learning Goals:
🔢 Master the basics of arithmetic including operations with whole numbers, fractions, decimals, percents, integers, and exponents.
🤔 Understand key algebraic concepts such as evaluating expressions, solving equations, and manipulating variables.
🌍 Apply knowledge of measurements, charts, graphs, probability, and statistics to real-world scenarios.
🧠 Develop problem-solving skills using mathematical reasoning and logical thinking.
💡 Enhance critical thinking through interactive activities and collaborative problem-solving with peers.

シラバス

カリキュラム

Teacher-Created カリキュラムに準拠

標準

Common Core State Standards (CCSS) に準拠

27 レッスン

9 週間以上

レッスン 1:

Chapter 1: The Basics Part 1

 Introduce collections of numbers, including natural numbers, whole numbers, and integers. Explain different ways to show multiplication and division, and the importance of zero in these operations. Discuss symbols and terminology used in basic arithmetic.

50 分のオンラインライブレッスン

レッスン 2:

Chapter 1: The Basics Part 2

 Delve into fundamental properties of operations, including commutative, associative, and distributive properties. Explore axioms of addition and multiplication, and discuss a property involving two operations. Practice applying these properties in various problems.

50 分のオンラインライブレッスン

レッスン 3:

Chapter 1: The Basics Part 3

 Learn about grouping symbols such as parentheses, brackets, and braces, and their use in mathematical expressions. Practice the order of operations (PEMDAS/BODMAS) to correctly solve complex arithmetic problems. Work on chapter problems and solutions.

50 分のオンラインライブレッスン

レッスン 4:

Chapter 2: Whole Numbers Part 1

 Study place value for whole numbers and its importance in understanding large numbers. Practice computation techniques for addition and subtraction of whole numbers, including carrying and borrowing.

50 分のオンラインライブレッスン

その他の情報

学習ニーズ

This course is designed to support advanced learners seeking a challenge. While we do not cater specifically to unique learning needs, our engaging teaching methods & advanced pace can benefit students looking for a stimulating experience.

保護者へのお知らせ

👪 Parental Guidance: This course on Accelerated Math: Prealgebra does not contain any content that could be considered upsetting or scary to learners. The materials used will be educational in nature, focusing on mathematical concepts and problem-solving skills. No extra safety precautions are necessary for participation in the course.

受講の前提条件

Students should have a solid understanding of basic arithmetic, fractions, and decimals. This course is ideal for advanced learners who are comfortable with foundational math concepts and ready to tackle more complex prealgebra topics.

Academy for Gifted Youth

参加しました January, 2021

5.0

23レビュー

Rising Star

プロフィール