Jack Four Suited Draw Odds

back of playing card back of playing card back of playing card back of playing card back of playing card
Jack of Spades Four of Spades
Two of Spades
Three of Spades
Four of Spades
Five of Spades
Six of Spades
Seven of Spades
Eight of Spades
Nine of Spades
Ten of Spades
Jack of Spades
Queen of Spades
King of Spades
Ace of Spades
Two of Hearts
Three of Hearts
Four of Hearts
Five of Hearts
Six of Hearts
Seven of Hearts
Eight of Hearts
Nine of Hearts
Ten of Hearts
Jack of Hearts
Queen of Hearts
King of Hearts
Ace of Hearts
Two of Clubs
Three of Clubs
Four of Clubs
Five of Clubs
Six of Clubs
Seven of Clubs
Eight of Clubs
Nine of Clubs
Ten of Clubs
Jack of Clubs
Queen of Clubs
King of Clubs
Ace of Clubs
Two of Diamonds
Three of Diamonds
Four of Diamonds
Five of Diamonds
Six of Diamonds
Seven of Diamonds
Eight of Diamonds
Nine of Diamonds
Ten of Diamonds
Jack of Diamonds
Queen of Diamonds
King of Diamonds
Ace of Diamonds

Draw Odds

Hand On The Flop By The Turn By The River
High Card 53.04 % 33.98 % 17.79 %
Pair 40.41 % 47.07 % 43.40 %
Two Pair 4.04 % 11.43 % 22.26 %
Three Of A Kind 1.57 % 3.06 % 4.37 %
Straight 0.00 % 0.84 % 3.24 %
Flush 0.84 % 2.93 % 6.56 %
Full House 0.09 % 0.63 % 2.22 %
Four Of A Kind 0.01 % 0.05 % 0.13 %
Straight Flush 0.00 % 0.00 % 0.02 %

Odds Of An Overcard On The Board

On The Flop By The Turn By The River
56.96 % 67.95 % 76.31 %

Jack-Four Suited (J4s) – Odds Breakdown and Analysis

Jack-Four Suited is a seven-gap suited hand that sits at the point in the Jack-x suited family where the second card has effectively stopped contributing to the hand’s equity in any meaningful way. The gap between Jack and Four is large enough that straight combinations are negligible, the Four provides almost nothing as a kicker or pair card, and what remains is a flush draw attached to a Jack – the same basic structure as Q5s or Q4s in the Queen-x family, but with a weaker anchor card and correspondingly higher overcard exposure.

J4s is not a hand that belongs in most players’ ranges in most games. Understanding it is less about finding conditions where it thrives and more about understanding precisely where the Jack-x suited family reaches its practical floor.


What These Odds Show for J4s

The straight odds are essentially identical to Q5s. At 0.00% on the flop, 0.84% by the turn, and 3.24% by the river, J4s has the same river straight figure as Q5s – a coincidence of the specific straight combinations available around a Four when paired with a high card, producing the same result despite different anchor cards. The flop figure of 0.00% confirms that no three-card board can bridge the seven-card gap between Jack and Four to complete a straight, and the turn and river figures are too small to plan around in any meaningful way. Straight flush odds of 0.02% complete the picture.

Flush equity lands at 6.56% by the river, consistent with other suited hands throughout this series and the hand’s only reliable draw.

The overcard table sits at 56.96% on the flop, 67.95% by the turn, and 76.31% by the river – identical to J5s, J7s, and J9o. All Jack-x hands share this overcard profile because overcard frequency is determined entirely by the Jack. The Four contributes nothing to overcard suppression, just as the Five, Six, and Seven do not – only the Jack matters for that calculation. This consistency across the Jack-x family from J9s down to J2s means the overcard profile is a constant, and the only variables between these hands are flush equity, straight equity, and kicker strength when the Jack pairs. Of those three, flush equity is identical across all suited Jack-x hands, leaving straight equity and kicker strength as the only meaningful differentiators – and J4s is near the bottom of both.


Hand Strength Summary

  • Hand type: Suited big-gap hand; approaching the lower boundary of any justifiable Jack-x playability
  • Relative strength: Weak; one of the least justified holdings in the Jack-x suited family
  • Main draws: Flush draws only in any practical sense; Jack top pair on boards without an Ace or King
  • Main vulnerability: The Four is effectively a dead card; straight potential is functionally zero; kicker vulnerability when the Jack pairs is among the most severe of any Jack-x hand

How J4s Wins

J4s wins through limited routes:

  • Pairing the Jack on boards without an Ace or King
  • Completing a flush draw
  • Making trips when a Four appears on the board in specific circumstances
  • Winning uncontested pots through late-position steals on boards that favour a Jack-high range
  • Two pair on the rare board where both the Jack and Four connect simultaneously

The Four’s contribution to winning is as close to zero as a hole card can be while still technically being part of the hand. J4s wins because of the Jack and the flush draw. In virtually every hand that reaches showdown, the Four is either irrelevant or a liability when the kicker plays.


Main Weaknesses

J4s has severe structural limitations:

  • The seven-card gap makes straight draws nonexistent on the flop and negligible throughout – 3.24% by the river is not a draw worth incorporating into any plan
  • The Four is a poor kicker when the Jack pairs – AJ, KJ, QJ, JT, J9, J8, J7, J6, and J5 all hold better kickers, covering virtually every Jack-x holding an opponent might reasonably play
  • Flush draws are the hand’s sole practical equity source beyond pair potential, and that equity diminishes in multiway pots where opponents may hold higher flush draws
  • On roughly 76% of rivers an overcard will have appeared, stepping the Jack down from top pair in most runouts
  • The hand is almost entirely one-dimensional – Jack pairs or flush draw, with no third source of equity under any realistic board condition

Best and Worst Flop Textures

Strong flops

  • Jack-high boards with very low disconnected cards (J♠ 2♦ 3♣) – top pair, and the low board minimises the probability opponents hold strong kickers while the Four blends into the low texture
  • Flush draw boards in your suit where the Jack also pairs, creating a made hand plus draw combination that plays well against most opponents
  • Boards containing a Four where trips are concealed – opponents holding Jack-x hands have no reason to suspect a Four kicker

Dangerous flops

  • Ace or King-high boards – the Jack steps down from top pair and the Four is completely irrelevant
  • Any coordinated board where opponents have draws and J4s has neither pair nor flush draw
  • High two-tone boards in a suit you do not hold

How It Plays by Position

  • Early position: Should not be opened under any standard circumstances; the structural weakness of the Four as a second card combined with the post-flop disadvantage of playing out of position makes J4s unjustifiable as an early-position holding
  • Middle position: Fold in virtually all circumstances; the marginal case that exists for J6s and J5s in middle position has essentially closed by J4s
  • Late position / button: The only position with any legitimate argument – steal equity from the Jack, flush draw potential post-flop, and the ability to fold cheaply when neither card connects, which will be the outcome on most flops
  • Blinds: Very marginal as a big blind defend; the Jack provides minimal post-flop playability but against continuation betting on boards without a Jack or flush draw the hand has nothing to work with

Common Mistakes with Jack-Four Suited

  • Playing J4s from any position other than late position based on the Jack’s rank without accounting for the Four’s near-complete lack of contribution
  • Continuing past the flop without the Jack pairing or a flush draw – there is no third source of equity and the decision to fold should be straightforward
  • Overplaying Jack top pair against resistance; the Four kicker is dominated by essentially every Jack-x holding an opponent is likely to play, making continuation into heavy action a consistent error
  • Treating the hand as a bluff-catching instrument when neither the Jack nor flush draw has materialised – J4s has no showdown value in those situations
  • Calling three-bets or significant raises in any position – the hand does not have the structural strength to justify the investment against a strong range

Comparison to Similar Hands

  • Stronger than: J4 offsuit (without the flush draw J4s has almost no post-flop equity at all; the suited nature is the complete and entire argument for its existence), J3s and J2s which have even weaker second cards and further reduced straight potential
  • Weaker than: J5s (one rank higher second card, river straight odds improve from 3.24% to 3.59%, and the Five is a marginally better kicker in the rare situations where kicker value is contested), J6s, J7s, and every Jack-x suited hand with a higher second card
  • Family comparison: The decline across the Jack-x suited family from J9s to J4s mirrors the Queen-x family’s decline from Q9s to Q4s precisely. In both cases, each step down the rank ladder removes a little more of the second card’s contribution without changing the overcard profile, the flush equity, or the anchor card’s pair potential. By J4s, the second card has contributed about as little as it can while still being technically suited.

How J4s Performs in Multiway Pots

J4s is a weak multiway pot hand for the same reasons as J5s, Q4s, and Q5s. Straight equity is functionally zero, eliminating implied odds as a justification for playing in large fields. Flush draw equity decreases as more opponents may hold higher flush draws. Jack top pair deteriorates as more players contest the pot, increasing the probability of being outkicked or outdrawn.

This hand needs clean, simple situations – a preflop steal that succeeds, or a heads-up continuation bet on a Jack-high board against an opponent who folds. Anything more complicated than that exceeds what J4s can reliably navigate given its limited equity sources and severe kicker vulnerability.


FAQ: Jack-Four Suited

How does J4s differ from J5s in practice?

Almost imperceptibly in most situations. The river straight odds differ by 0.35 percentage points – 3.24% versus 3.59% – which is noise at the table. The overcard tables are identical. The flush equity is identical. The only practical difference is the Four versus the Five as a kicker when the Jack pairs, which matters in the rare situation where both players hold a Jack and the kicker plays – J5s wins that specific confrontation. In the vast majority of hands the two holdings play identically, with J5s having a negligible theoretical edge.

Is there any board texture where the Four specifically helps J4s?

Yes, in two narrow situations. First, when a Four appears on the board giving J4s trips – opponents holding Jack-x hands have no reason to expect a Four kicker, providing reasonable concealment for the trips. Second, on boards like A-2-3 where the Four gives a straight draw using the wheel structure, though this is a marginal situation that rarely arises and produces a weak straight even when completed. Beyond those specific circumstances, the Four is a passenger in every hand J4s plays.

At what point does the Jack-x suited family become genuinely unplayable?

J4s is very close to that threshold. J3s and J2s sit below it and are generally considered unplayable in most contexts – the second card has zero meaningful contribution, the kicker is among the worst possible, and the straight equity is lower than even the negligible figures seen with J4s. Where exactly the line falls depends on table dynamics and position, but J4s makes one of the weakest cases of any Jack-x hand for inclusion in a standard range.

Does J4s ever justify a three-bet?

Almost never. Three-betting requires a hand with either strong value equity or strong bluff equity – ideally both. J4s has neither in sufficient quantity. As a bluff three-bet it lacks the blocking properties of hands like A-x or K-x. As a value three-bet it is simply not strong enough. In rare late-position squeeze situations against specific opponents it might appear as a bluff, but even then stronger and more structurally sound bluff candidates exist. J4s is a call-or-fold hand preflop in virtually all situations.


Related Hands

Poker Odds Calculator Explained

Use Bet Shrew Poker Odds Calculator to calculate the odds of making a hand while playing Texas Hold‘em poker.

Poker is a game of incomplete information as you do not have access to your opponent's hole cards while making your betting decisions. Unlike other online Poker Odds Calculators, the Bet Shrew Poker Odds Calculator reflects this and calculates your odds based only on the cards that you can see.

The Bet Shrew Poker Odds Calculator is perfect for beginners and intermediate players wanting to calculate their draw odds and outs quickly and accurately without any complicated maths.

The various odds tables that you may encounter while using the Bet Shrew odds calculator are explained below.

Starting Hand Odds

Before you have even been dealt your hand, the calculator will show you the odds of being dealt different possible starting hands. For example, it will show you the odds of being dealt pocket aces (note: this can be applied to any specific pair).

These odds can be particularly useful when you are short stacked, waiting for that all-in opportunity.

Draw Odds

When you specify your hole cards, the calculator will consider every possible combination of cards that can still be drawn from the deck, evaluate what hand you would make for each possible combination and calculate the odds of you making each hand.

The draw odds table will breakdown your odds of making a hand on the flop, by the turn and by the river.

Odds of a Higher Poker Pair

When you have a pocket pair, the Poker Odds Calculator will show you the odds of an opponent holding a higher pocket pair.

The odds of an opponent holding a higher pocket pair is dependent on how high your pocket pair is and the number of players at you table. The odds presented will automatically consider the cards you are holding and then show you a breakdown of the odds based on the number of players.

Please note that these odds are based on the number of players at your table, not the number of players in the hand. This is important to note because a player at your table could be dealt a higher pocket pair but fold.

Odds of an Over Card

The odds of an over card table shows the odds that a card with a higher value than your highest denomination card will be drawn on the board.

Knowing the odds of an over card being drawn allows you to bet an appropriate amount to price out players fishing for a higher pair.

To set your hole cards or any community cards, simply click on the card you wish to set from the deck. As you click on cards from the deck, first your hole cards will be set, followed by the flop, the turn and then the river. As you set the cards in the hand, draws odds will automatically be calculated and displayed.

To unset a card, simply click on it to return it to the deck. Clicking the new hand button will reset the whole table and allow you to calculate the odds for a new hand.

How are draw odds calculated?

To calculate your draw odds, the calculator generates every possible combination of cards that could be drawn from the deck. For each combination, it evaluates the best 5 card hand that can be made and tallies up how often that a hand is made. This yields the precise probability of making each hand type.

This is a computationally expensive process. For speed and performance benefits, draws odds have been pre-computed and stored. This means that rather than recalculating draw odds every time, the calculator only needs to lookup the correct values from a table; albeit a very large table.

For a guide on how to calculate draw odds manually yourself, see our guide to calculating draw odds and outs.

Why are the draw odds different to what I expected?

Calculating draw odds is tricky. To understand how and why the odds above may not be quite what you expected it is best to use an example.

Let's say that you have AS and KS in your hand and you want to know the odds of making a pair on the flop. There are 6 cards that can make you a pair (3 Aces and 3 Kings).

To calculate your odds you may intuitively say that the odds of drawing an Ace or a King as the first card of the flop is 6 divided by the 50 remaining cards in the deck and you would be correct.

For the second card of the flop you might be inclined to say that it would be 6 divided by the 49 cards remaining in the deck. However, you must also consider what impact the first flop card made on your odds. This is where the math can get tricky.

Let’s say the first flop card is a 7D. If the second flop card is any other 7, even though you have not paired your hole cards, the hand you have made is still a pair; a pair of sevens.

Using the same example of AS, KS, another consideration is what if you make a better hand like 2 pair or 3 of a kind?

If the first of the flop cards is an Ace, great you've made top pair! However, if another Ace or a King comes you have no longer made a pair you have made a better hand.

The Bet Shrew odds calculator factors these consideration in as it determines every possible combinations of cards that could be drawn, evaluates the best 5 card hand that can be made and aggregates the results to determine their probabilities.

For draw odds based on outs, check out our drawing odds and outs table.