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Atotal of m white and m black balls are distributed among two urns, with each urn containing m balls. at each stage, a ball is randomly selected from each urn and the two selected balls are interchanged. let denote the number of black balls in urn 1 after the nth percentage. a) give the transition probabilities of the markov chain b) without any computations, what do you think are the limiting probabilities of this chain? c) find the limiting probabilities and show that the stationary chain is time reversible.
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Melanie is buying a bathing suit that costs 39.99. she is given a discount at the cash register of $6.00 when she scratched 15% off on a game piece for a store promotion. what will the sale price of melanie’s bathing suit be?
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Ithink i know it but i want to be sure so can you me out ?
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Atotal of m white and m black balls are distributed among two urns, with each urn containing m balls...
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