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Conditional Probabilityhard
0:00.0

Let X1,X2,…X_1, X_2, \dotsX1​,X2​,… be a sequence of independent Bernoulli trials with success probability p∈(0,1)p \in (0, 1)p∈(0,1). Let TTT be the stopping time defined as the index of the first success. If we know that TTT is even, what is the probability that T=2T = 2T=2?