Why is it even a less fair bet when the house takes its cut

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A "mathematically fair bet" is one in which the amount won will on average equal the amount bet, for example, when a gambler bets, say, $100 for a 10 percent chance to win $1,000 ($100 = 0.10 × $1,000). Assuming diminishing marginal utility of dollars, explain why this is not a fair bet in terms of utility. Often times, the casino will take a portion of a gambler's winnings. Why is it even a less fair bet when the "house" takes its cut? So is gambling irrational?

Reference no: EM132414081

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