random chords, how many intersections?
It's time for a new puzzle of the month. Imagine you choose 10 random chords on a circle. The puzzle is, what's the expected number of intersection points inside that circle? And what about if instead it was 100 [music] randomly chosen chords? Hang on, hang on, hang on, I hear…
- 01.It's time for a new puzzle of the month
- 02.Imagine you choose 10 random chords on a circle
- 03.The puzzle is, what's the expected number of intersection points inside that circle
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