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The Nuts in Poker: Find the Best Possible Hand on Any Board

The nuts is the best possible hand given the board: a hand nobody can beat at that moment. On 8♥ 7♣ 6♦ 2♠ 3♣ it is a ten-high straight, T‑9; on K♠ 9♦ 4♣ 2♥ 7♠, with no pair, flush or straight possible, it is a set of kings. To find it, check the board in order: straight flushes, pairs, suits, then connected ranks. The nuts on the flop can change by the river.

The nut flush out of position

In the big blind with A♠T♠, you called the button's open and its 33% c‑bet on T♣ 6♠ 4♠: top pair and the nut flush draw. The turn J♠ completes your ace-high flush and the button bets 70% of the pot. Fold, call, check‑raise to 3x or check‑raise all‑in?

See the answer

The hand. With the A♠, no other flush can be higher, and the board is not paired: no full house is possible yet. No opponent can hold a better hand: you have the A♠.

What can still beat it. A set can fill up on the river: against J♣J♥, A♠T♠ keeps 79.5%. Against K♠Q♠, the second-best flush, it has 100%.

The decision. The author's answer is the check‑raise to 3x: calling gives up value from the worse flushes, two pair and sets that will pay, and an all‑in folds out the hands you want to keep in.

Find the nuts, check by check

  1. Three cards of one suit within five ranks? Then a straight flush may be possible, and it beats everything: on J♥ T♥ 9♥, K♥Q♥ makes one.
  2. Is the board paired? Then four of a kind and full houses are possible. On Q♣ Q♦ 5♠ 9♥ 2♣, the nuts is Q♠Q♥, four queens.
  3. Three cards of one suit? Then a flush is possible, and the highest card of that suit that is not on the board makes the best one. On T♣ 6♠ 4♠ J♠, whoever holds the A♠ cannot be beaten by another flush.
  4. Three cards within five consecutive ranks? Then a straight is possible; count the ace low as well (A‑2‑4 allows a wheel). On 8♥ 7♣ 6♦, T‑9 makes the highest straight.
  5. None of the above? The nuts is a set of the top card: on K♠ 9♦ 4♣ 2♥ 7♠, K‑K.

The nuts on the flop is not the nuts on the river

T♠9♠ on 8♥ 7♣ 6♦ holds the nut straight. Its equity with the turn and river to come:

OpponentWhat it holdsT♠9♠'s equity
A♥8♠top pair96.7%
5♣4♣the low straight95.1%
J♥9♥open-ended draw, but a five gives it a lower straight: only a ten or a backdoor heart flush beats T‑983.8%
6♠6♥a set, drawing to a full house65.1%

The set is the danger: every board that pairs gives it a full house (or four of a kind) that beats the straight. A hand that is the nuts now wants to bet while it is ahead, as in protection bets.

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Sources

Frequently asked questions

What are the nuts in poker?

The best possible hand given the board. On 8♥ 7♣ 6♦ 2♠ 3♣, the nuts is a ten-high straight, T-9; nobody can hold anything better.

How do you find the nuts?

Check the board in order: a straight flush possible? A pair (four of a kind, full house)? Three cards of one suit (flush)? Three cards within five consecutive ranks (straight)? If none, the nuts is a set of the top card.

Are the nuts on the flop safe?

No: the nuts can change on every street. T♠9♠ holds the nut straight on 8♥ 7♣ 6♦, yet keeps 65.1% against 6♠6♥, which can still make a full house.

How we made this page

The spots come from our library of 647 puzzles. Their expected answers follow rules we wrote and explain on each puzzle; they are not solver outputs. 6 figures on this page are recomputed from the cards by our automated tests. Written with the help of AI tools, then reviewed and checked by our team.

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