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Enrichment

Enrichment

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Join this subworld to ask questions, participate in discussions, and attend sessions.

Enrichment Series

5

Math Competition Preparation - AMC, AoPS, Math Counts, etc.

62nd session

Math Counts? AoPs? AMC 8? AMC 10? Math Kangaroo? Math competitions ??? Are you in need of getting some practice problems 𐄷, some review 💡, or just some time to make your brain critically think 🧠?!!? This series is for you. Join this series full of experienced tutors 🏋️‍♀️ who have competed in international math competitions and are here to help you 🫵 . This group will work to prepare for any math competition that is coming up. From there, we would have multiple activities including but not limited to, mock tests for competitions, try-outs for certain events, weekly or bi-weekly in-house math competitions, and we will even touch on advanced topics that only apply to math-competitions. This course will be a combination of rigorous mastery and practice. The #academic-competitions pilot is focused on creating a dedicated subworld for academic competitions. With contributions from over 5,000 learners and 300 tutors, this initiative includes events such as MATHCOUNTS, AMC, Olympiads, Debate, Quizbowl & many more. Learners eager to participate can sign up by completing this form 📋✍️, while tutors are welcome to share their expertise by joining the #academic-competitions Slack channel 🎓💡. By upvoting our feedback and ideas page 👍🚀, you can help us unlock a new subworld 🌍🔓! [https://schoolhouse.world/feedback/p/advocation-for-academic-competition-subworld](https://schoolhouse.world/feedback/p/advocation-for-academic-competition-subworld)[](https://schoolhouse-community.slack.com/team/U06V377MU3B) "Together, we can create something extraordinary." 🔥

Aarav T

67/200

Blender: Modeling, Shading, and Animating together for Average User's

29th session

Hey everyone, do you like to model, shade, and animate? Than this is the series that will talk about it. In this series I will be teaching you and making all kinds of character's of your favorite choice in Blender, hopefully... Anyways, to get started, download [Blender](https://www.blender.org/)[](https://www.blender.org/) Although be aware of the [System Requirements](https://www.blender.org/download/requirements/) for downloading it.. This series will be for those who had know quite some things about Blender already but if your completely new, I suggest you to join my [Blender for complete beginner's](https://schoolhouse.world/series/22655) series.

Woody W

9/15

Two-Minute Talk

4th session

Two-Minute Talks are quick speaking exercises where participants talk on a given topic for two minutes. The goal is to build confidence, improve fluency, and practice organizing thoughts on the spot. A fantastic way to build confidence and improve communication skills

Zaina K

5/10

Class of '28 High School Conquerors 🏫 💪

4th session

🎓Class of ‘28 Are you a rising freshman ready to CONQUER high school? ⚔️ Although it may be difficult to fight high school on your own, you don’t have to! Join our “army” of teenagers to navigate the treacherous terrain of the next four years. We’ll work on sharing goals, wins, and challenges with learners of the same age and bonding over shared experiences. 🏫 So come join us to learn concepts like… - Study tips ✍️ - Productivity methods ⌚ - Note + test taking strategies 🗒️ 🎉 And to have fun through… - Chat days 💬 - Pomodoro sessions 🍅 - Monthly game nights 🕹️ This is your chance to build lasting Schoolhouse relationships. This is your chance to make the most of your high school experience by staying with those who support you. Let’s CONQUER high school TOGETHER! 🏫💪 Thanks to [@Joe H](https://schoolhouse.world/u/joe) for series page design inspiration!

Amanda O

17/30

Abstract Algebra Crash Course

25th session

We'll take a brief look at one of the first courses you will take in university if you would like to become a math major. We will begin with the fundamentals—learning some basic set theory, working with complex numbers, and setting the definitions of rings and fields. Then we'll prove some intuitive things that we know about number theory and modular arithmetic (i.e. working with remainders). From there we will generalize our methods to other areas, such as doing "number theory" and "modular arithmetic" with polynomials and much more! No calculus knowledge is necessary for this series; however, high-school Algebra 1 and Algebra 2 are necessary. BTW do you know that this series would be called "Algebra 1" in university?? 😂😜 (Note: This series has been recently restarted, so if you're looking to join us, you are still in a good position to do so!)

Kindness C

Registration closed.