**How many full house poker hands are there?**

**3,744.**

There are a total of 3,744 poker hands that can result in a full house. This can be calculated by multiplying the total number of card choices:

Total No. of Card Choices = 13 (choices for 3 same cards) x 12 (choices for 2 cards that are the same = 156

By the total number of suit choices:

Total No. of Suit Choices = 4 (suit choices for 3 of a kind cards) x 6 (suit choices for 2 of a kind cards) = 24

Therefore, the total number of poker hands = 156 x 24 = 3,744.

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