In a certain part of the world there are more wet days than dry days. If a given day is wet, the probability that the following day will also be wet is 0.8 . If a given day is dry, the probability that the following day will also be dry is 0.6 . (I have answered the first few parts so I just write the one I do not know how to answer) In one season there were 44 cricket matches, each played over three consecutive days, in which the first and third days were dry. For how many of these matches would you expect that the second day was wet?

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