 # Craps Payouts – How the Payout for Each Bet is Calculated

Even if you’re only aiming for a few sessions, craps payouts and winning odds are important as every player wants to enjoy the game and win money alike. However, not every gambler is a professional in calculating winning odds mathematically. Although craps is a game of luck, there is no strategy that guarantees 100% success. However, thanks to mathematical calculations, it is possible to determine the best bet types that will provide the desired result. While this may sound daunting at first, you need to know the craps table payouts to determine the odds and get the most out of the game.

## Craps Payouts Chart for Dealer

When playing craps, you have no control over what number the dice will show. However, thanks to simple mathematics, you will be able to determine the probability of scoring a particular result. For example, 1 and 12 are the least drawn because there is only one possible way to roll them – 1 and 1, 6 and 6, respectively. Thus, the true chances of rolling 2 and 12 are 1/36. The harder it is to roll the number, the higher the craps payouts – which is why 2 and 12 pay big.

3 and 11 – this is the second group of numbers that appear more often as they are formed by two possible combinations (1 and 2, 2 and 1, 5 and 6, 6 and 5, respectively). So, the chances of dice rolling 3 or 11 are 1/16. With this calculation algorithm, you can evaluate the odds for the remaining numbers. We decided to simplify the task by compiling a list of casino craps payouts:

• Numbers 4 or 10 – 3/36 (craps payouts according to dealer chart)
• Numbers 5 or 9 – 4/36
• Numbers 6 or 8 – 5/36
• Number 7 – 6/36

So, for you to understand the principle, let’s start with the fact that there are 36 possible outcomes in craps. By dividing the number of combinations to get a number by the total number of possible results, we get the probability that the dice will show that number. For example, the number seven can be rolled in six ways, so the probability of rolling a 7 is (6/36)x100% =16.6%.