Suppose you pick 10 points uniformly at random from a square of side 3 units. What is the probability that there exists at least 2 points which are at a distance at most √2 units apart?
Problem 7:
Suppose you pick 10 points uniformly at random from a square of side 3 units. What is the probability that there exists at least 2 points which are at a distance at most √2 units apart?