# Probability of winning in dice games: What are the odds?

Dice games are one of the most well-known types of entertainment. As time changes, the variations of dice games change as well. In the simple scenario, in dice games, each player rolls a die, after which the result of the roll, for example, the sum of the points rolled; in some variants, the points of each dice separately are used to determine the winner or loser.

In different scenarios, ways of computing the probability of winning or losing are different. In some cases, the first player has a higher chance of winning or vice versa.

In this article, we will investigate the probability of winning in dice games, how to calculate and analyze the probabilities of each outcome, what are the odds of winning and how these statistics can help you to predict the final result. Click here to find the best online casinos.

## Dice Game Odds

Before digging deeper into the topic, let’s first clarify what is the meaning of odds in dice games.  Dice games are all about the odds. Odds are the ratio of the number of making the playoffs potentials to the sum of the individual outcomes. As a result, the odds of putting any single number with a six-sided die are 5 to 1.

## Investigate sample space

In probability, the term Sample Space is the set of all possible outcomes of some random experiment. For example, in our situation, if you are rolling a single die, Sample Space will be {1,2,3,4,5,6}. We will not include any other numbers because it is impossible that by rolling a 6-sided die, we will get, for example, 11.

If you are rolling 2 six-sided dice, the number of outcomes in sample space will rise, and in this case, we will consider couples, for example {(1,2), (4,5),(6,1),…}. Each member of Sample Space is considered as an outcome, and later we will work with the number of those outcomes.

The game may have an extremely large sample space. Therefore, to understand and calculate the odds, one must consider the desired outcomes. For example, if you are betting on getting 8 by rolling 2 six-sided dice and considering their sum, you will need to consider pairs (2,6), (6,2), (3,5), (5,3), (4,4) because the sum of 2 and 6 will be 8, and the same way for 3,5 and 4,4.

## Divide the number of outcomes by the size of your Sample Space

Now, again let’s consider the example of getting 8 as the sum of 2 numbers rolled. The size of our Sample Space will be 36, because we have 6 outcomes for each die, and those 2 numbers can have different variations (6*6, in some situations, this number may vary depending on the quantity of fair dice and the number of their sides).

The number of our desired outcomes is 5: (2,6), (6,2), (3,5), (5,3), (4,4). Therefore we will divide 5 by 36 and get the probability of winning, which is the same as the probability of getting 8: (5 / 36)*100 = 13.8%.

So the probability of winning is 13.8%. And now, using this strategy, one can calculate the possibility of any outcome and compare the result with other outcomes. After those comparisons, it will be clear which outcomes are more favorable and have higher chances of winning.

In addition to the strategies mentioned earlier, it would be efficient for you to also read some articles related to the game and ask for advice from professional gamblers and watch professional tutorials.

To conclude, some dice games are really random and unpredictable. Rolling a die and hoping that it will land on 6 has the same probability as if it will land on 3 or 4; therefore, hoping that getting 6 is more probable is meaningless.

But in many situations, risks can be handled by computing the probability of each outcome, analyzing the results, and making decisions based on your calculations.

Considering dice games in the aspect of probability will increase your chances of winning by making bets on the most favorable outcomes. The most important part is understanding which risks are worth taking and which ones are not.