Three balls are drawn at random from a box contaming 9 red and 6 white balls. The probability that one ball drawnis red and the others are white is
The ways in which this can happen when we pick a ball at a time from the sack is:
RWW, WRW, WWR
The probability of the first case = (9/15)*(6/14)*(5/13) = 9/91
Similarly, the probability of the second and third cases will also be equal to 9/91
Hence, the final probability for the desired result = 3*(9/91) = 27/91
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