Even if it sounds difficult, calculating craps odds can actually be quite simple. Before we get started, lets look at a few assumptions we must make. We need to assume that we are using two identical six-sided dice. We need to assume that each roll of the dice is perfectly random. Even though some people might disagree with these assumptions in a 'real world' environment, we are going to say that each side of the dice is as likely to appear as any other side of the dice. The first step is figuring out how man possible outcomes any roll of the dice could have. Each die has six sides, and thus six outcomes. Because each of the outcomes of one die can coincide with any outcome of the other, we multiply six by six, which is thirty-six. This is how many total outcomes there are in a craps roll. In the table below all of the dice combinations and odds are displayed.

An “odds bet” ( i.e. “free odds bet” ) is a type of craps bet ( described in Part I ) available to line bettors after the shooter establishes a point. The “odds in favor of” or the “odds against” an event are ways to measure how likely it is for that event to occur. You can use probability to figure out the odds of winning and losing in the popular casino dice game of craps. In the game of craps, on your first roll (called the come out roll), three outcomes are possible: Natural: Rolling a total of 7 or 11 — automatically wins. Craps: Rolling a total of 2, 3, or 12 — automatically loses. For example, by knowing that the casino has a 1.41 percent edge in craps, you can know that you'll be losing 14.1 cents for every $10 bet. For charts of odds for all types of bets, visit the Wizard of Odds.com. On the next page, we'll talk about types of craps bets, their odds and what the casino pays for each. CRAPS ODDS Odds describes the number of times something won’t happen next to the number of times it will happen. If an event is determined to have 1 to 1 odds, that means the event has an equal chance of occurring or not occurring. Craps is played with a pair of dice.

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So we now know that there are a total of 36 combinations, and we know the number of combinations that can make up each specific number from 2-12. This is all of the information we need to calculate the odds. There is not too much math involved in calculating the odds for a specific number. You just take the number of possible outcomes (36), and divide it by the total number of possible combinations. Simplify the result and subtract one from the value. Set this number before a colon and a '1' and you are done. For example, the odds a seven appearing would be calculated like this... There are 6 ways to roll a 7. (6,1) (1,6) (5,2) (2,5) (4,3) (3,4). There are a total 36 possible outcomes. It really is that simple. In the example above, the odds would be read 'The chances that a seven will appear is five to one.' This means that for every way to roll a seven, there are five ways not to roll a seven. The Connection Between Odds And Edge When casinos designed the game of craps, they used this same basic calculation to figure out how likely any single event was. To guarantee a long term profit, casinos payout slightly less than the fair odds that would be normally expected, and this discrepancy is where the house edge is formed. For instance, there are 35:1 odds that a 2 or 12 will be rolled in any given toss.

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If the casinos were perfectly fair, you would receive $35 for a $1 winning one-roll bet on 2, or 12. Because casinos expect to make a profit though, they would really only payout $30 (30:1). In the long run, for ever $35 they receive, they will only have to pay out $30. This difference is the house edge, and the smaller the difference, the smarter the bet. When you use a betting system like the Iron Cross you are usually combining multiple craps bets. You can take the odds for each specific bet though, and combine their house edges to find the overall house edge. To do this you have to take the weighted average of all of the house edges. Here is the formula and an example to show you how it is done. You make a $5 pass line bet, a $10 place bet on 4, and a $8 one roll bet on 7. Passline's house edge is 1.41%, the Place Bet's is 6.67%, and the one roll bet carries a 16.67%. We need to multiply each of these edges by the amount of money bet on them; then add all of these numbers together. Then take this number and divide it by the total amount of money wagered. All your doing is putting more weight on the bets with more money, and less weight on the smaller bets. If you're going to play craps online, you're going to need to know how to do more than just calculate craps odds. There's picking an online casino, making deposits, and dealing with international companies. Check out their Online Craps guide to get all of the gambling information you need. If you don't take advantage of this opportunity, don't be surprised when you're unprepared to play craps online.