A bag contains 3 red, 3 green and 3 blue balls. Each ball is put back after it is drawn. What is the probability that in two successive draws, we get a red and a blue ball?
The order that the balls are drawn does not matter.
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Given that each ball should be put back after it is drawn. Hence it is replacement case.
P = 2 ∗ 9 3 ∗ 9 3 = 9 2
We have to multiply probability by 2 because there are two possible wining scenarios "Right Wrong" and "Wrong Right".