경쟁 수학 준비 8 - AMC 8을 위한 고급 문제 해결

🌟 Conquer the Most Challenging AMC 8 Problems! 🌟
This class is designed for students ready to master the toughest AMC 8 questions. Dive into advanced topics, develop powerful problem-solving techniques, and build confidence for competition success.

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What We Cover

Week 1-2: Advanced Geometry
Week 3-4: Challenging Algebra Problems
Week 5-6: Probability and Statistics
Week 7-8: Combinatorics and Number Theory

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Who Is This Class For?

This class is perfect for students who:

-Have completed introductory AMC 8 classes and want to focus on the hardest problems.
-Are preparing to score in the top 10% on the AMC 8.
-Enjoy solving advanced math challenges in a supportive environment.
-Recommended for homeschoolers or as an after-school supplement.

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Class Highlights

📚 Rigorous Problem-Solving: Focus on the last five questions of the AMC 8, known for their complexity.
🎯 Advanced Strategies: Learn how to approach multi-step problems and avoid common pitfalls.
🎉 Collaboration and Growth: Work together with peers to explore creative solutions.

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Class Experience

In this course, students will tackle the hardest AMC 8 problems with teacher guidance. 

Each session includes:

1. A targeted lesson introducing advanced concepts.
2. Guided problem-solving with detailed explanations of strategies.
3. Group discussions to compare solutions and refine techniques.

Students can drop in or out during any session. We will not build on prior weeks.

Students are encouraged to ask questions via chat to ensure they fully understand each concept. 

This class focuses on the most challenging problems, providing students with the tools to think critically and approach math competitions with confidence.

This class is ideal for students with a strong mathematical foundation who want to excel in high-pressure problem-solving scenarios.

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Pre-Requisites and Placement Test

Students should have completed introductory AMC 8 courses or equivalent and feel confident with intermediate-level problems.

Take this short placement test to see if this class is a good fit: Placement Test- https://iyolaenn.paperform.co

Not sure which AMC class to take? Use our guide: AMC Level Test- https://uejxisqz.paperform.co

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Preparing for the AMC?

This is the sixth class in our seven-class AMC preparation series:

Competition Math Prep 4: Intro to AMC 8 https://outschool.com/classes/competition-math-prep-4-introduction-to-amc-8-QAJRn3kg

Competition Math Prep 5 - Problem Solving for AMC 8 https://outschool.com/classes/competition-math-prep-5-problem-solving-for-amc-8-CV1OBeCB

 Competition Math Prep 6A - AMC 8 and Intro to Number Theory https://outschool.com/classes/competition-math-prep-6a-amc-8-and-intro-to-number-theory-zzrLxFfi

Competition Math Prep 6B - AMC 8 and Intro to Counting and Probability https://outschool.com/classes/competition-math-prep-6b-amc-8-and-intro-to-counting-and-probability-hOVPH9IO

Competition Math Prep 7 - Intermediate Problem Solving for AMC 8 https://outschool.com/classes/competition-math-prep-7-intermediate-problem-solving-for-amc-8-WhZt4ayL

Competition Math Prep 8 - Advanced Problem Solving for AMC 8 https://outschool.com/classes/competition-math-prep-8-advanced-problem-solving-for-amc-8-jYSWeHLQ

Competition Math Prep 9- Problem Solving for AMC 10 https://outschool.com/classes/competition-math-prep-9a-problem-solving-for-amc-10-qyQoxpAk

View our full AMC class catalog here: AMC Series- https://bit.ly/3u5aKoJ

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COMMON EUROPEAN FRAMEWORK OF REFERENCE FOR LANGUAGE (CEFR) LEVEL

Advanced (C1)

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SAMPLE QUESTIONS

Here are some sample questions like those we’ll cover in class. 

If your student can do 2 out of 3 of these questions, then the class is a good fit.  You can also take the pre-assessment as noted above.

1. Amanda added all of the integers from 1 to 9, but she accidentally left out a number. Her incorrect number turned out to be a multiple of 13. What number did Amanda leave out?

2. Andrew rolls two standard 6-sided dice. He noticed that the sum of the two numbers is a perfect cube. Which of the following integers cannot be the product of the two numbers?

3. Three-fifths of a bucket is filled with water. The bucket is emptied by pouring
an equal amount of water into each of 12 containers. What percent of the total
capacity of the bucket did each container receive?

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Class Schedule Requests

Let us know your availability for this or future classes by completing our form: 

Schedule Form- https://ll3ml2mc.paperform.co

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Recommended Classes

Strengthen Your Foundation with Singapore Math Classes: 

Grade 5A- https://outschool.com/classes/5a-singapore-math-methods-advanced-math-techniques-Wtcw65kR

Grade 5B- https://outschool.com/classes/5b-singapore-math-methods-advanced-math-techniques-MX3cRjQD

Grade 6A- https://outschool.com/classes/6a-singapore-math-methods-advanced-math-techniques-j9wzCIRq

Grade 6B- https://outschool.com/classes/6b-singapore-math-methods-advanced-math-techniques-xDoug2mV

Not ready for this class? Check out these classes:

Competition Math Prep 6A - AMC 8 and Intro to Number Theory- https://outschool.com/classes/competition-math-prep-6a-amc-8-and-intro-to-number-theory-zzrLxFfi

Competition Math Prep 6B - AMC 8 and Intro to Counting and Probability- https://outschool.com/classes/6b-singapore-math-methods-advanced-math-techniques-xDoug2mV

Competition Math Prep 7 - Intermediate Problem Solving for AMC 8- https://outschool.com/classes/competition-math-prep-7-intermediate-problem-solving-for-amc-8-WhZt4ayL


View all our classes here: Course Catalog- https://bit.ly/3u5aKoJ

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AMC 8 DESCRIPTION FROM THE CREATORS

Description of the AMC 8 from the creators 
"The AMC 8 is a 25-question, 40-minute, multiple-choice examination in middle school mathematics designed to promote the development of problem-solving skills. The AMC 8 provides an opportunity for middle school students to develop positive attitudes towards analytical thinking and mathematics that can assist in future careers. Students apply classroom skills to unique problem-solving challenges in a low-stress and friendly environment.

The material covered on the AMC 8 includes topics [and more] from a typical middle school mathematics curriculum. Possible topics include but are not limited to: counting and probability, estimation, proportional reasoning, elementary geometry including the Pythagorean Theorem, spatial visualization, everyday applications, and reading and interpreting graphs and tables. In addition, some of the later questions may involve linear or quadratic functions and equations, coordinate geometry, and other topics traditionally covered in a beginning algebra course."


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DISCLAIMER

We are not in any way affiliated with MAA. This is a class that provides an opportunity for students to ask questions and gain clarity on the steps and strategies for the challenging problems in each test set. We will leave the easier questions for students to work out on their own.