Another lovely visualization explicated
Wow, this is really well done. Thank you for this gem <3
There's also something kind of neat about the dodecagon being cut into 12 pieces, and the squares each being made of 4 pieces
This is why the formula for the area of a circle is (pi)(r)^2. Because pi is very close to 3r^2 which is how you find the area of this shape!!!! So cool!!!
Wow😍
We might not be able to square the circle, but at least we can cube the regular dodecahedron 🤷♂️
Would you ever consider doing a visual representation of Laplace transformations? Perhaps illustrating it in the context of Routh-Hurwitz stability criterion?
Umbrella ?
Let me just mention the channel "Think twice" here, they also did this proof a few years ago in a similar style
Wait so does that mean the generic formula is 3r^2?
Good, a visual proof that is actually proved with visuals alone. Unlike that last one you made with the peeling of the circle to find the area which was not proof, only an illustration whish need mathematical proof to support it. This proof needs no maths to support it, we can all see and understand exactly how the areas are equal.
What's the great music called?
Editing software name?
Area of circle =3x(radius) ^2+ 0.14..... plzz give heart & I found that circumference of circle=Radius/0.1591549......
@caspermadlener4191