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This corresponds to the sum of the probabilities of THTHHH, TTHHHH, and TTTHHH. So the probability of winning by the third attempt is $.5 + .5^3 + 3\cdot .5^6$. In short, the initial probability is incorrect.

tthhhh Wednesday, May 15, 2013. Dryer does not work since we moved. It takes so much time for my dryer to work in my new apartment. I have heard this from many people who have just moved into a new house or apartment, or just built their dream home and moved back story is almost always the same, dryer, which worked fantastically in the old ...

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2015年12月19日 · How do I enumerate a sample space with up to 6 coin tosses where 4 Heads ensures a win. For e.g {HHHH}, {HTHHH}, {TTHHHH}, {HTTHHH} etc.I tried the following but I do not know how to do a variable length selection in patterns. but it does not stop for cases where 4 heads or 1 Tails and 4 heads occur.

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