slot machine probability

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slot machine probability
Any chance of experts? I need your help?

A typical slot machine has three areas, each with 20 symbols. According to this Table, Top 20 slots on a dial 1, 7 are cherries, 3 are orange, and so on. A type of payment on a bet of 1 unit, as shown. Calculate the player expects to win in one piece. Suppose that each clock is acting independently. Line 1 Line 2 Line 3, respectively, 7 7 0 3 7 6 oranges cherry 3 0 4 4 1 6 prunes lemons 2 2 3 1 3 A bell bar bar bar bar win 60 Bell Bell Bell Bell Bell 20 bar 18 14 plum plum plum orange orange orange orange bar Orange 8 10 2 Cherry Cherry Cherry Cherry nothing nothing nothing 0 -1

Thus, with X as a random variable X = profit: E [X] = total income of times more likely available. Therefore: E [X] = 60 (20.1 * 20.3 * 20.1) + 20 (20.2 * 20.2 * 20.3) 18 (20.2 * 20.2 * 20.1) + 14 (20 , 4 * 20.1 * 20.6) + 10 (20.3 * 20.7 * 20.6) + 8 (20.3 * 20.7 * 1 / 20) + 2 (7 / 20 * 7 / 20) + 0 (7 / 20 * 13/20 ) -1 (only problem). And the other problem thing that happens is a little less than 1 every trick in the () 's. -1 adding me as a probability of 1 to 0.37375 = 0.62625. Alternate, then plug it into a simulator. I -. 09925.

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