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Four squares with constant area | Visual Proof | Squaring the segments |
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==Hello everyone==
Another visualization and a proof of some simple euclidean geometry. I think it's pretty neat :)
Two chords of a circle intersecting at 90 degrees make up 4 segments. The squares of these 4 segments always add up to the diameter squared. Hope the video is clear and understandable.
Quick update:
We made it over 2k subs! Thanks everyone for all the comments and support. I wouldn't be here without your help and other bigger YouTubers that help me out along the way.
_________________________________________________________________
You can also support me on:
_________________________________________________________________
Any further questions or ideas:
_________________________________________________________________
Programs used:
- Processing
- Adobe Premiere Pro
_________________________________________________________________
MUSIC:
Cellophane Roses - Reaching
Another visualization and a proof of some simple euclidean geometry. I think it's pretty neat :)
Two chords of a circle intersecting at 90 degrees make up 4 segments. The squares of these 4 segments always add up to the diameter squared. Hope the video is clear and understandable.
Quick update:
We made it over 2k subs! Thanks everyone for all the comments and support. I wouldn't be here without your help and other bigger YouTubers that help me out along the way.
_________________________________________________________________
You can also support me on:
_________________________________________________________________
Any further questions or ideas:
_________________________________________________________________
Programs used:
- Processing
- Adobe Premiere Pro
_________________________________________________________________
MUSIC:
Cellophane Roses - Reaching
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