- This hypergeometric structure can be used when
- NO order of selection.
- No replacement of selection.
Both these conditions are valid in this problem:
- Selction of players is unordered.
- No replacement of players after selction is obvious.
Further If question ask for the probability of of selecting of a team with given condition of minimum 4 bowlers
Required probability = $\frac{264}{\binom{14}{11}} = \frac{264}{364}$
where $\binom{14}{11}$ is the selection of 11 players out of 14 without any constraint.