(From the Wikipedia poker example)
There are 4 clubs showing so there are 9 still unseen. There are 5 cards showing (2 in the hand and 3 on the table) so there are 52−5=47 still unseen.
The probability that neither of the next two cards turned are clubs can be calculated using hypergeometric with k=0,n=2,K=9 and N=47 (about 65.0%)
Value | Keystrokes | Display | Description |
---|---|---|---|
47 | N | 47.00 | Stores the N value. |
9 | K | 9.00 | Stores the K value. |
2 | n | 2.0 | Stores the n value. |
0 | k | 0.00 | Stores the k value. |
pmf | 0.6503 | Calculates the pmf. |
Reference:
Hypergeometric distribution - Wikipedia