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Poker hand rankings

Poker Hand Rankings — From Strongest to Weakest

Ten hands, one order, no exceptions. Learn the poker hand rankings once and every later decision at the table gets easier.

By FlopKit · Updated · Report a correction

Poker Hand Rankings Chart (Strongest to Weakest)

Below is the full poker hands ranking, from strongest to weakest. Use this chart to see instantly which poker hand beats which, or print the poker hands chart and keep it beside you at the table. The percentages show how often each hand turns up by the river in Texas Hold’em, using the best five cards out of the seven available. Suits carry no rank of their own.

1

Royal Flush

A-K-Q-J-10, all one suit

AKQJ10

Everything

0.0032%1 in 30,940

2

Straight Flush

Five in sequence, all one suit

98765

Four of a kind and below

0.028%1 in 3,590

3

Four of a Kind

All four cards of one rank

QQQQ3

Full house and below

0.17%1 in 595

4

Full House

Three of a kind plus a pair

JJJ88

Flush and below

2.6%1 in 38

5

Flush

Five of one suit, any order

AJ852

Straight and below

3.0%1 in 33

6

Straight

Five in sequence, mixed suits

109876

Three of a kind and below

4.6%1 in 22

7

Three of a Kind

Three cards of one rank

777K4

Two pair and below

4.8%1 in 21

8

Two Pair

Two pairs plus one kicker

AA99Q

One pair and high card

23.5%1 in 4.3

9

One Pair

Two cards of one rank

KKJ63

High card only

43.8%1 in 2.3

10

High Card

No pair, no straight, no flush

AQ963

Nothing — lowest hand

17.4%1 in 5.7

How These Probabilities Are Calculated

These are exact combinatorial frequencies, rounded for reference, rather than simulation estimates. A standard 52-card deck has C(52, 7) = 133,784,560 distinct seven-card sets. Classify each set by its best five-card hand, then divide the count in a category by that total. Categories are exclusive: a royal flush is listed separately from other straight flushes, and a hand with a straight flush is not counted again as a plain flush.

For example, four suits times C(47, 2) ways to add two cards gives 4,324 seven-card sets containing a royal flush. Dividing 4,324 by 133,784,560 gives about 0.003232%, or 1 in 30,940. See the independent Wizard of Odds derivation and its seven-card category counts. Those counts describe random seven-card sets, not the probability that a particular starting hand wins against opponents who choose which hands to play. Your known cards and the board change conditional probabilities.

FlopKit maintains this reference and its rounded display values. No named professional review is claimed. To report a discrepancy, send the page, category and your calculation through our correction contact. For call-price arithmetic and one-card versus two-card draws, use the pot odds calculator’s method.