how many times has tutuu almost rediscovered this thread from first principles now?
So many times
does it have to be a regular n-gon
I mean. presumably if its not a regular n-gon the answer is just 20 so yeah
is Mr Top 500 Putnam the same as the complex analysis enjoyer guy
Different people, he doesnât have the shirt. Heâs the one with âI am not a rational money maxxerâ though
I think that this ends up being a problem about n evenly spaced points on a circle
not sure how to solve it from there though
I KNOW I JUST GOT A 100 on the latest quiz letâs go control systems
It was like physics but not
conratw
I was so confused for a little bit because the blocks had wheels. I havenât done physics in a while but basically we had to write equations of motion
This isnât the problem but there were three blocks and they were all on wheel. I was confused until I realized he said to ignore damping effect from friction
I was prepared to be so sad by him tricking us by putting wheels until I realized it made it easier
My memory of his explanation: the angle a side takes up in a regular n-gon is 360/n, we want the arc between these points to be 60 degrees. The arc between pt 1 and 13 has 12 sides in it, something something âactually half thatâ, 12/2 * 360/n < 60, 36 < n, n=37
The other first questions were way easier to my eyeâŚ
mmmmmmmmmmm
I get the part up to âactually half thatâ
Iâm⌠assuming this has something to due with that double angle theorem on a circle that I have barely any memory of
I got no damn clue either. Thatâs what Iâm missing too
unfortunately the very reason iâm here right now is that i was trying to do work but was too exhausted to think so i canât help
should I say hair every morning
please donât.