Realistically π deserves at least 10 levels. I mean surely we can't miss out on the sum of all the inverse squares of natural numbers (Basel problem) and the problem of two blocks colliding against a wall!
Making a video that covers mathematics from primary school to advanced university level is basically a bit strange, but this guy is actually able to make it work 🙂
Love and conflict in humans and animals is 1 over 2 pi for conflict and love is 2 pi -1 over 2 pi. Birds are the easiest and simplest to study and prove this. Basically show love 84% of the time and conflict show 16% of the time (obviously rounded).
Imagine two bodies initially at rest with masses m1 and m2 separated by distance r. How long will it take until they collide solely under the force of their gravitational attraction? Hint: the closed-form solution involves pi!
Why would anyone define the circle constant in terms of the radius? The circle itself is defined with the diameter, and all the circle formulae use the diameter.
Realistically π deserves at least 10 levels. I mean surely we can't miss out on the sum of all the inverse squares of natural numbers (Basel problem) and the problem of two blocks colliding against a wall!
Making a video that covers mathematics from primary school to advanced university level is basically a bit strange, but this guy is actually able to make it work 🙂
its the basics of university, pi wont be a number after 1 month of studying math lol
0:33 Welp, I'm glad it at least showed up.
2:44 Wouldn't this have been a good time to show those labels?
Love and conflict in humans and animals is 1 over 2 pi for conflict and love is 2 pi -1 over 2 pi. Birds are the easiest and simplest to study and prove this.
Basically show love 84% of the time and conflict show 16% of the time (obviously rounded).
pi is just a partition of X :D where pi is a subset of the powerset of X and X is the union of pi
it is strange how satisfying this video is! thank you!!!
I'm glad you like it!
Basil problem not being on here is criminal
The question I've always had...
Thanks!
Imagine two bodies initially at rest with masses m1 and m2 separated by distance r. How long will it take until they collide solely under the force of their gravitational attraction? Hint: the closed-form solution involves pi!
Thank you so much for making this type of content! You are explaining very well 👍
beautifully explained
1: Circles. 2: Circles. 3: Circles. 4: Circles. 5: Circles.
Why would anyone define the circle constant in terms of the radius? The circle itself is defined with the diameter, and all the circle formulae use the diameter.