
In video poker your decisions make a difference and learning video poker strategies will increase your chances of winning. The most important decision in video poker is decide what cards to discard. You must check the rules and the payout table of each video poker game to decide cards to discard because the rules and the payout table will affect your decision.
There is only one ideal strategy to play a particular hand, even though there are 32 different ways to play each hand. The best way to apply the correct strategy is to use a strategy card table that has a list of the possible hands that you could get. So as soon as you get a hand that is on the table, stop and play it the way the strategy card says to play it.
In your tactical approach, there are 2 main rules that apply to all online video poker machine games:
To win at video poker you need to know how to play it correctly in order to gain every possible edge. Below is a video poker strategy that I use on the most popular online video poker game played…
Strategy Card Table List:
High card:
High cards are a Jack, Queen, King, or Ace.
These cards are retained more often because if paired up they return the original bet.
Outside straight:
An open ended straight that can be completed at either end, for example 4,5,6,7.
Inside straight:
A straight with a missing inside card, such as the cards 6,8,9,10.
Also… A,2,3,4 and J,Q,K,A count as inside straights.
Example:
Suppose you have the following hand:

The top 3 plays are:
The 4 to a flush is listed highest in the above Strategy Card Table List (number 8) and is the best play. So the play would be for you to discard the 3 of hearts.
The table below compares the probability and return of each hand under the simple and optimal strategies:
| Simple Strategy to Optimal Strategy Comparison | |||||
Hand |
Pays |
Probability |
Return |
||
Simple |
Optimal |
Simple |
Optimal |
||
Royal flush |
800 |
0.000025 |
0.000025 |
0.020076 |
0.019807 |
Straight flush |
50 |
0.000111 |
0.000109 |
0.005552 |
0.005465 |
Four of a kind |
25 |
0.002363 |
0.002363 |
0.059067 |
0.059064 |
Full house |
9 |
0.011517 |
0.011512 |
0.103657 |
0.10361 |
Flush |
6 |
0.011087 |
0.011015 |
0.066521 |
0.066087 |
Straight |
4 |
0.010637 |
0.011229 |
0.042547 |
0.044917 |
Three of a kind |
3 |
0.074543 |
0.074449 |
0.223629 |
0.223346 |
Two pair |
2 |
0.129552 |
0.129279 |
0.259104 |
0.258558 |
Pair |
1 |
0.214437 |
0.214585 |
0.214437 |
0.214585 |
Nothing |
0 |
0.545729 |
0.545435 |
0 |
0 |
Total |
1 |
1 |
0.99459 |
0.995439 |
|
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