![]() Suppose, then, that a player bets a dollar on each spin, with the expectation of catching at least one jackpot. In other words, the top prize combination can be expected to show up in 1 ÷ 0.000125 = 8,000 spins. It is the probability of each of the three independent events multiplied together, or exactly 0.05 x 0.05 x 0.05 = 0.000125. ![]() ![]() The same is true for the jackpot symbols on the second and third reels.Ī quick calculation shows the likelihood of jackpots coming up on the payline for all three reels. On each reel, only one of the stops is allocated for the jackpot symbol, which makes the odds of seeing it appear on the first reel payline 1-in-20, or 1/20 = 0.05 = 5%. The Simplest ExampleĪ basic 3-reel slot machine with a single payline will usually have at least 20 “stops” per reel where various symbols can come to rest. ![]() What’s more, bonuses, multiple paylines, nudges and other special aspects of individual games only complicate the math. Even classic 3-reel slots can feature tens of thousands of line combinations, which makes the process of calculating odds exceeding difficult. Although most casino table games feature a relatively small, fixed number of possible outcomes, slot machines offer a huge number of possible combinations on their reels. ![]()
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