a coin is tossed indefinitely.assume that the tosses are independent and p be the probability of heads in each toss.for each k=1,2... let Ak be the event that k consecutive heads appear (in the 2^k tosses) show that if p bigger than or eual to 1/2, then infinitely many of the events Ak occur with probability 1.
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ı can not solve the question 
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