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A fun geometry problem

33,794 次观看 • 1 年前 •via X (Twitter)

10 条评论

Karen Campe 的头像
Karen Campe1 年前

Lovely! Here's a GeoGebra applet of a similar problem. #geometry

Adam Bergman ☮️ 的头像
Adam Bergman ☮️1 年前

Can’t wait to do this with my geometry class next week considering we are on congruent triangle as we speak… Love it.

Michael Burns-Kaurin 的头像
Michael Burns-Kaurin1 年前

So, any chance something similar applies to cutting a pizza if the pizza cutter is not cutting through the center?

Howie Hua 的头像
Howie Hua1 年前

Yes! That's called the Pizza Theorem. :)

elizabeth 的头像
elizabeth1 年前

~

thetigeri 的头像
thetigeri1 年前

Howie that's brilliant. 😍😍😍

Thummala Sudheer Kumar 的头像
Thummala Sudheer Kumar1 年前

Howie you are awesome.

Daniel Scher 的头像
Daniel Scher1 年前

Cool. Just wish you would separate your solutions from your questions in separate videos. Or better yet, wait a few hours before sharing the solutions. Way too tempting for folks to just watch straight through and not give themselves the opportunity to think and reason.

Hassan Abedi 📚🌿🦉 的头像
Hassan Abedi 📚🌿🦉1 年前

Cool fact 👀

Jonathan Craig 的头像
Jonathan Craig1 年前

two questions 1. does this have to do with "symmetries" like Eric Weinstein talks about in any way, like where you get groupings like this within a system naturally? 2. why doesn't anyone talk about the totality of computational properties like like with class objects?

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