Question: Two coins are flipped. Consider the random events A = the 1st coin lands heads- up, B = the 2nd coin lands tails-up, C =

Two coins are flipped. Consider the random events A = "the 1st coin lands heads- up", B = "the 2nd coin lands tails-up", C = "one of the coin lands heads-up and the other coin lands tails-up". Show that A, B are independent, B, C are independent, A, C are independent, but A, B, C are not independent.

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