Let Q n denote the probability that no run of 3 consecutive heads appears in n tosses
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Let Qn denote the probability that no run of 3 consecutive heads appears in n tosses of a fair coin. Show that
Find Q8.
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The above problem can be solved using recursive approach Consider two cases for Qn Let the nth toss is tails T In this case not breaking any streak of ...View the full answer
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