Mathematics
Mathematics, 19.07.2019 22:30, segobins

Continued from problem 3: a) how many possible "full house" can you draw? you get a "full house" if you draw 3 of the same cards and another pair of cards. e.4. 333 & 22. jjj 688, qqq e aa, 777 & 88, etc. b) how many possible " three of a kind" can you draw? you get a "three of a kind" if you draw 3 of the same cards, with the other 2 not a pair and not the same as the 3 cards you drew. e. g. kkk-8-5, jjj-a-3. 555-a-3, etc.

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Continued from problem 3: a) how many possible "full house" can you draw? you get a "full house" i...

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