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Suited vs Offsuit: How Much Being Suited Is Really Worth

Being suited adds about 3 to 4 points of equity heads-up before the flop: A♠K♠ has 46.2% against Q♥Q♣, A♠K♦ has 42.8%. A suited hand makes a flush only 6.4% of the time by the river, but those flushes win pots the offsuit hand would lose; in real play, the flush draws along the way also give it more ways to continue. That is enough to make suited hands playable in more spots, not to make weak hands good.

Compute a matchup

The same hand, suited or not

Equity before the flop, against the same opponent:

HandSuitedOffsuitGainOpponent
A‑K46.2%42.8%3.4Q♥Q♣
A‑K50.1%47%3.12♥2♣
K‑Q44.2%40.3%3.9A♥J♣
J‑T41.2%37.4%3.8A♥K♣
8‑741.9%38.1%3.8A♥K♣

Each comparison uses the same ranks with the suited hand in spades (A♠K♠) and the offsuit one with a diamond (A♠K♦). In these five matchups the gain stays between 3.1 and 3.9 points. The opponents hold only hearts and clubs, so no suit is shared with either version of the hand.

How often a suited hand makes a flush

On the boardProbability
a flush on the flop0.84%
a flush draw on the flop10.9%
a flush by the river6.4%
a flush that needs both hole cards5.8%

The 6.4% includes boards with four or five cards of the suit, where the offsuit hand often has a flush too; the flushes only the suited hand makes come 5.8% of the time. The flush comes rarely, which is why suitedness is a bonus and not a reason to play a hand on its own. Its value is that the flush often wins when it comes, and that the flush draws give the hand ways to continue: see flush draw vs top pair.

Where suitedness matters most

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Sources

Frequently asked questions

How much better is a suited hand than an offsuit one?

About 3 to 4 points of equity before the flop: A♠K♠ has 46.2% against Q♥Q♣, A♠K♦ has 42.8%.

How often does a suited hand make a flush?

6.4% of the time by the river, counting all five board cards: 135,597 of the 2,118,760 possible boards bring three or more cards of its suit.

Should I play every suited hand?

No. Suitedness adds a few points to a hand that is already playable; it does not turn a weak hand into a good one, and a flush that is not the highest can be costly.

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. 14 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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