A bag contains ten counters, of which six are red and four are green. A counteris chosen at random, its colour is noted and it is replaced in the bag. A secondcounter is then chosen at random. Find the probabilities that: a.

Both counters are red b. Both counters are green c. Just one c ounter is red d. At least one counter is red e. The second counter is re d 2.

Events A, B, and C satisfy these conditions: P(A) = 0.6; P(B) = 0.8; P(B A) = 0.45; P(B and C) = 0.28 Calculate: a. P(A and B ) b.

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