A bag contains four red counters and six black counters. A counter is picked at random from
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A bag contains four red counters and six black counters. A counter is picked at random from the bag and not replaced. A second counter is then picked. Calculate the following probabilities:
(a) The second counter is red, given that the first is red;
(b) Both the counters are red;
(c) The counters are of different colours.
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