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6. Suppose that each day the price of a stock moves up (1/8)th of a point with prob- ability 1/3 and moves down (1/8)th of
6. Suppose that each day the price of a stock moves up (1/8)th of a point with prob- ability 1/3 and moves down (1/8)th of a point with probability 2/3. Suppose that price fluctuations from one day to another are independent. What is the probability that after six days, the stock has its original price
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