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Poker Odds & Math

AK vs JJ: Preflop Odds & Equity

Ace-king vs pocket jacks is a near coin flip — jacks are a slight ~56/44 favorite preflop. Here are the exact equities and why it is closer than it feels.

You get J♠ J♥ in, villain flips A♣ K♦, and the table calls it a flip. Fair enough — this is a race, and the jacks are the small favorite at about 56/44. Ace-king has two live overcards, but a made pair that only has to hold up keeps the edge. The whole matchup turns on one question: does ace-king pair up?

The headline equity

Preflop poker matchup showing pocket jacks as a slight 56 percent favorite over offsuit ace-king.
Pocket jacks edge offsuit ace-king about 56/44 — the classic race.

Every figure comes from a full board run cross-checked against a Monte Carlo simulation:

MatchupJJ equityAK equity
JJ vs AKo (offsuit)56.4%43.6%
JJ vs AKs (suited)~54%~46%

Jacks win a little more than half the time. Suited ace-king closes the gap with extra flush outs, but the pair stays ahead in every version.

Why jacks hold the edge

Jacks are a made pair; ace-king is not. To win, ace-king must improve, and to lose, the jacks just need the board to miss the big cards. That head start is why the pair is favored even though ace-king holds two of the strongest cards in the deck.

Count what ace-king is drawing to:

  • Pair an ace: three aces remain.
  • Pair a king: three kings remain.
  • That’s six overcard outs, plus straights and flushes.

Six outs across five board cards means ace-king pairs at least one card roughly half the time — but not quite enough to overcome the jacks’ head start. The jacks also flop a set of their own about 11.8% of the time, which adds insurance on boards where ace-king does pair.

A worked example

Say the money goes in for a 100 big blind pot. Jacks own about 56.4 big blinds of equity, ace-king about 43.6. Now watch a flop rewrite it.

Flop A♦ 8♠ 4♥: ace-king pairs top pair and jumps to about 87% — the jacks are down to their two remaining jacks for a set, around 9%. Flip the flop to 7♣ 6♦ 2♠, which misses ace-king completely, and the jacks soar to roughly 90% while ace-king needs to catch one of six cards on the turn or river. That is the coin flip in motion: an even preflop split that resolves almost entirely on whether the flop brings an ace or a king.

Why this is not AK vs AA

The instructive contrast is against a bigger pair. Ace-king is 44% against jacks but only about 12% against aces. The difference is dead outs: against aces, one of ace-king’s overcards (the ace) is nearly gone, so it is really drawing to three kings plus scraps. Against jacks, both overcards are fully live. That single fact — six live outs vs three — is the gap between a coin flip and a beating. Counting those live cards is the heart of combinatorics.

The full ladder of AK matchups

Jacks are one rung on a ladder, and seeing the whole thing makes the race intuitive. Ace-king’s equity against each pair depends on exactly one thing: how many of its six overcard outs are still live.

AK facesAK equityLive overcards
A pair below both cards (e.g. TT, 99)~46-47%six (all live)
JJ or QQ~43-45%six (all live)
KK~30%three (aces only)
AA~12%three (kings only)

Against any pair below the king, ace-king is only a small dog — the classic race — because all six overcards can pair up. The moment the pair matches one of ace-king’s cards, half those outs die and the equity collapses. QQ is interesting: it is still a race like JJ, but a hair worse for ace-king because a queen on board can help the pair make a set on the same card that would otherwise be a blank. The takeaway is that “coin flip” describes the entire band of AK versus a pair from 22 up through QQ, and jacks sit right in the middle of it.

Why it feels like AK should be ahead

Players routinely misjudge this spot because ace-king looks dominant — it holds two of the top three ranks, and it crushes most of the hands people actually get it in with (dominated aces, dominated kings, worse suited connectors). But a pair is a made hand and ace-king is not. Equity is about who wins by the river, not who holds the prettier cards preflop. The mental correction is simple: unpaired big cards are a drawing hand against any pair, and a drawing hand with six outs is behind. Internalize that and you stop overpaying to race and start hunting for the fold equity or the price that actually tips a near-even spot in your favor.

From equity to a decision

At 56/44, this is a race, so the money is made in the margins — fold equity and pot odds — not the raw flip.

SituationReadLine
You shove AK, called by JJ~44%Slight dog, fine with fold equity
You call off with JJ vs AK~56%Slight favorite; weigh stack risk
Tournament, short stacksFold equity often outweighs the thin edge

Lock in the anchor — JJ is a ~56/44 favorite over AKo, ~54/46 vs AKs — and every jacks-vs-ace-king spot becomes a question of the surrounding math, not the flip. Since the equity is nearly even, whoever gets the fold equity or the price makes the money. Turn that into a real line with preflop all-in odds, sharpen your counting with combinatorics, and work through the poker odds & math hub.

Frequently asked

What are the odds of AK vs JJ preflop?

Pocket jacks win about 56% of the time against offsuit ace-king, with ace-king around 44%. Suited ace-king narrows it to roughly 54/46. It is essentially a coin flip with the pair slightly ahead.

Is AK a favorite over JJ?

No. The pair of jacks is the small favorite at about 56/44. Ace-king has to improve to win, and it only pairs up around half the time, so the made pair keeps a slight edge.

Why is AK vs JJ closer than AK vs AA?

Against jacks, ace-king has six clean overcard outs — three aces and three kings — plus straight and flush chances. Against aces, one of ace-king's overcards is dead, so its equity drops from about 44% to roughly 12%.

Should you race JJ against AK?

It depends on stack depth and fold equity. As a slight favorite, calling off is fine in cash games, but in tournaments the risk to your stack often makes fold equity from shoving more valuable than the thin edge.

About the author

Solver-driven study, quantitative background · Reviewed by Elena Fowler, managing editor
Last updated 2026-07-09