A bag contains three red and four white balls. If one ball is taken at random and
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A bag contains three red and four white balls.
If one ball is taken at random and then replaced, and another ball is taken calculate the following probabilities:
(a) P(first ball red and second ball red)
(b) P(just one red)
(c) P(second ball white).
Figure 3.6 displays the experiment in a tree diagram.
Each branch of the tree indicates the possible result of a draw and associated probabilities.
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