Discrete Mathematics
# Pigeonhole Principle

**Details and Assumptions**

- Assume the probability of each person's birthday is random and independent from one another.

Given that there are 30 games in the season of 1968, what is the smallest possible number of points that she could have scored in her second best game?

Note: She scored a non-negative integer number of points in each game.

**Note:** Monochromatic means that all balls in the group are same in color. The balls in different groups can have the same color. For example, if we had 49 balls of the first color, then we are done.

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