Understanding Bingo Odds
Calculating odds in bingo is theoretically very simple -- it's the number of cards you're playing divided by the total number of cards in play. So if 100 cards are in play, and you have 4 cards, your chances of winning are 4 in 100, or 4 percent. The trick is being able to count how many cards are in play in a game. You can do a head count and multiply that number by what you think is the average number of cards per person, but this can be easier said than done.
However, these odds don't apply to progressive jackpot games. Remember that in most progressive games, a winner is not guaranteed. So, the odds of winning a progressive jackpot depend more on the difficulty of covering the pattern in the predetermined number of calls. The odds are so steep in some progressive games that it may be weeks or even months before somebody wins.
Which Numbers Come Up Most Often?
Everyone wants to know: "What's the secret to knowing which balls will come up most often?" The answer is simple. No single ball has a greater chance of appearing in a game than any other ball, provided that the balls are manufactured correctly, that no one is tampering with the balls, and that the blower machine is loaded with a complete set of 75 balls.
Think about it. If you flip a coin three times, it may come up heads twice and tails once. For that extremely small slice of time, it's true that heads is coming up more often. But if you flipped that coin for three hours straight, the laws of probability say that the number of heads and tails counted would be almost identical.
Now, let's suppose that, in a two-hour bingo session, N-31 comes up four times while N-42 is never called. It would appear that everybody who wants to win should collect cards that contain N-31. Hold your horses! Over the course of a dozen sessions, or two dozen sessions, there's not going to be much difference at all between the number of times N-31 is called versus the number of times N-42 is called. It's just a coincidence that one was called more than the other for that short period of time.




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