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If two squares share a corner, then the vertical triangles on either side of that corner have the same area. I’m creating all this work on my own, so if you like my content and would like to see more, I’d appreciate your su~

How they would land in with a made of rope.

Helping a square wheel to roll smoothly with a catenary curve.

Generating ,

For I wanted visualize some of the mathematical harmony in the movement of a shark. ,

Folding paper to create a parabolic curve. I’m creating all this work on my own, so if you like my content and would like to see more, I’d appreciate your support. In my bio, you can leave a tip in my Linktree. Thanks!
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Finding the possible loops that exist to connect each point on a pentagon. These loops are called Hamiltonian cycles, and the number unique loops that can be made with a given number of points (n) would be (n-1)! . In this ~

Finding the area of a regular dodecagon. Interesting to compare this to the area of a circle. I’m creating all this work on my own, so if you like my content and would like to see more, I’d appreciate your support. In my b~

Exploring the Monte Hall Problem. I’m creating all this work on my own, so if you like my content and would like to see more, I’d appreciate your support. In my bio, you can leave a tip in my Linktree. Thanks!

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Exploring some some algebraic properties with the help of a sandwich. I know these ideas can seem abstract and useless, but if you can see them in the right way, they're actually pretty straightforward and helpful. (repost ~

Exploring how we got the standard of measuring 360 degrees around a circle, and how radians can give us an alternative method for measuring angles. ~

Exploring geodesics. I’m creating all this work on my own, so if you like my content and would like to see more, I’d appreciate your support. In my bio, you can leave a tip in my Linktree. Thanks!

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