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Toss two balanced coins independently. The four possible combinations of heads and tails in order each have probability of 0.25. The events A = head
Toss two balanced coins independently. The four possible combinations of heads and tails in order each have probability of 0.25. The events A = head on the first toss, B= both tosses have the same outcome, may seen intuitively related. Show that Probability (B|A) = Probability (B), so that A and B are independent.
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