Odds of Flopping a Flush: 0.84% — Every Flush Number That Matters
Holding two suited cards, you flop a flush 0.84% of the time — exactly 165 of the 19,600 possible flops (C(11,3)/C(50,3)), about 1 in 119. You're far more likely to flop a flush draw: 10.9%. And your total chance of making a flush by the river with suited cards is 6.4% — about 1 in 16.
The exact math
With two suited hole cards, 11 cards of your suit remain among the 50 unseen. A flopped flush needs all three flop cards from those 11: C(11,3)/C(50,3) = 165/19,600 = 0.842%. The full picture across the hand:
- •Flop a flush: 0.84% — 1 in 119.
- •Flop a flush draw (exactly two of your suit): C(11,2) x 39 / 19,600 = 10.94% — 1 in 9.
- •Flop exactly one of your suit (backdoor territory): 41.6%.
- •Make a flush by the river (three or more of your suit across all five board cards): 6.40% — 1 in 15.6.
How often the draw gets there
Flopping the draw is the common case, so the completion numbers matter more than the flop-a-flush number: from the flop with 9 outs and two cards to come, the flush completes 35.0% of the time (1 − 38/47 × 37/46); from the turn with one card to come, 19.6% (9/46). The rule of 4 estimates 36% — close enough for the table. Two warnings the raw numbers hide: with 4-to-a-flush on board, everyone plays scared and your implied odds shrink; and a non-nut flush that completes can cost you a stack against the ace-high version — flush-over-flush lands somewhere at a 9-handed table about 1 in 583 deals (computed on our odds hub).
What 'suited' is really worth
Players massively overrate suitedness because flushes are memorable. From our preflop equity dataset (300k Monte Carlo trials per matchup with the site evaluator): A-K suited has 67.2% equity against one random hand versus 65.3% for A-K offsuit — suitedness is worth about 2 percentage points heads-up. It's real value, mostly from the 6.4% river-flush chance plus playability (a 10.9% chance of flopping a strong draw you can semi-bluff), but it doesn't rescue bad hands: Q-4 suited is still a fold nearly everywhere. 'Any two suited' costs money precisely because 93.6% of the time, the flush never arrives.
Play the draw, not the dream
The practical hierarchy on a two-tone flop: a flush draw with 9 clean outs and ~35% equity plays great as a semi-bluff — betting or raising gives you two ways to win (fold-outs now, flush later), while calling relies on pot odds alone. Check your price against the 35%/19.6% completion numbers, upgrade nut draws (ace-high) and combo draws (flush draw + pair, or + straight draw) aggressively, and downgrade weak draws in multiway pots where a second-best flush is a disaster. Our odds chart has the full outs-to-equity table for every draw type.
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Frequently asked
What are the odds of flopping a flush with suited cards?
0.84% — exactly 165 of the 19,600 possible flops put three more of your suit on board, about 1 in 119. It's rare enough that when it happens, disguising the hand's strength matters more than protecting it.
What are the odds of flopping a flush draw?
10.94% with suited hole cards — about 1 in 9 flops bring exactly two more of your suit. Add the 0.84% completed flushes and roughly 1 in 8.5 flops gives you four-or-more to a flush.
What are the odds of making a flush by the river with suited cards?
6.40% — computed exactly as the chance that at least three of the five board cards are your suit: (C(11,3)×C(39,2) + C(11,4)×39 + C(11,5)) / C(50,5). About 1 hand in 16 with suited cards ends with a flush.
How often does a flush draw complete?
From the flop, 35.0% with two cards to come; from the turn, 19.6%. The rule of 2 and 4 approximates these as 36% and 18% — accurate to within about a point, which is plenty for in-game decisions.
Can you flop a flush with offsuit hole cards?
Not a two-card flush — your hole cards can't both join a suit they don't share. You can flop a one-card flush when the board comes all one suit matching one of your cards, but board-dominated flushes are weak: anyone with a higher card of that suit beats you, and a fourth suited board card can counterfeit the hand entirely.
How often does flush over flush happen?
Two players flopping flushes in the same suit at once happens about 1 in 583 deals at a 9-handed table (1 in 1,359 at 6-max), per our computed cooler odds. When the board shows three of a suit and the action explodes, the second-nut flush is often the second-best hand.
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