There are \(10\) people who are going to spend the afternoon in \(2\) groups, one group to go to the theatre and the other to play tennis. In how many ways can the group for tennis be selected if there must be at least \(4\) people in each group?
There are \(10\) people who are going to spend the afternoon in \(2\) groups, one group to go to the theatre and the other to play tennis. In how many ways can the group for tennis be selected if there must be at least \(4\) people in each group?