Question: 2017 Fall Midterm - 8
Consider a square with sides of length 17. This square contains $n$ points. What is the minimum
value of $n$ such that we can guarantee that at least two of these points have distance at most
$\left. 17 \middle/ \sqrt{2} \right.$?
(a)
4
(b)
5
(c)
6
(d)
7