The probability that the first three cases are all pink is the likelihood of the selection
The probability that the first three cases are all pink is 0.0494
The given parameters are:
Total = 80
Black = 40
White = 10
Pink = 30
Since the selection are without replacements, then the sequence of the three cases of pink are:
The probability is then calculated as:
P = 30/80 * 29/79 * 28/78
Evaluate
P = 0.0494
Hence, the probability that the first three cases are all pink is 0.0494
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