SnapInsta.to_AQOmMeBZEYJAiytQWVLxFiIFvh7z2xXwceHcQTR3hgo1Ic8dGX1Jq8TYuGlOXt6tBif34wRKo5ILWk9uTqIC5RNZgmaj06xyjb5jgkA
Apr 23, 2026 19:46
· 0:45
· English
· Whisper Turbo
· 1 speakers
Haec pagina de translatio explicat. 9 dies.
Despectus in Viam Permanentem →
Videtur solum
0:00
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Speaker 1 (SnapInsta.to_AQOmMeBZEYJAiytQWVLxFiIFvh7z2xXwceHcQTR3hgo1Ic8dGX1Jq8TYuGlOXt6tBif34wRKo5ILWk9uTqIC5RNZgmaj06xyjb5jgkA)
If you slice a circle into eight pieces and try putting them together to make a rectangle, the edges would be way too wavy. But if you sliced them smaller and smaller to infinity and slide the pieces together, it would become a true rectangle. Now, the height would line up perfectly from the edge of the circle to the center, matching the radius of r. Now, the circle's edge is 2 times pi times r.
0:29
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Speaker 1 (SnapInsta.to_AQOmMeBZEYJAiytQWVLxFiIFvh7z2xXwceHcQTR3hgo1Ic8dGX1Jq8TYuGlOXt6tBif34wRKo5ILWk9uTqIC5RNZgmaj06xyjb5jgkA)
half of that is pi times r so now you have a rectangle with sides r and pi times r multiply them together and you get pi times r squared which is the same area as the circle
This transcript was generated by AI (automatic speech recognition). May contain errors — verify against the original audio for critical use. AI policy
Summa
Haec pagina de scriptura explicat, quae ad scripturam translativam pertinet.
Summa...
De hoc translatio scripsit.
Quod ad hoc adscriptum est, quod ad hoc adscriptum est, et adscriptum est.