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Hi, I have a question. I need your help. Thank you so much. Suppose we toss a fair coin, independently, 3 times. Suppose (for our

Hi, I have a question.

I need your help.

Thank you so much.

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Suppose we toss a fair coin, independently, 3 times. Suppose (for our convenience) instead of heads or tails, the sides are marked 1 and 0. If the first coin produced 1, we let X be the maximum of the other two tosses. If the first coin produced 0 we let X be the minimum of the other two tosses. . What is the chance that X is 1? Is the event {X = 1} independent of the event that the first toss produced 1? . Do the same problem with a slight change in the definition of X. If the first toss produced 1, we say X is 1 if the other two tosses produce different outcomes and X is 0 otherwise. On the other hand if the first toss produced a 0, we say X is 1 if the other two tosses produce the same outcome and is 0 otherwise. What is the probability that X = 1? Is the event {X = 1} independent of the event that the first toss produced 1

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