Question 10
There are $n$ football teams in *Tumbólia*.
A championship is to be organized in which each team plays against every other exactly once. Every match takes place on Sundays and one team must not play more than once in the same day.
Find the least integer $m$ for which it's possible to set up a championship lasting $m$ Sundays.
A championship is to be organized in which each team plays against every other exactly once. Every match takes place on Sundays and one team must not play more than once in the same day.
Find the least integer $m$ for which it's possible to set up a championship lasting $m$ Sundays.