# Problem 37

# Most likely running time

**Due**: February 9

**Points**: 2

This is an extension of Problem 36.

In that problem, you computed the *expected number* of Mids that needed to be polled to find a Delawarean.

For this problem, compute a table for \(n=1\) up to \(n=10\) that exactly that many Mids are polled before a Delawarean is found.

Then answer: what is the **single most likely** number of Mids that are selected before finding a Delawarean?