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According to a U.S. Humane Society report, of the U.S. households that own a dog, 12% own three or more dogs. What is the probability that of four randomly selected households with dogs, all four have three or more dogs?
SOLUTION:
From the given information, let X be the number of households own three or more dogs.
The probability that households own three or more dogs is p =12%= 0.12.
Number of households selected n =4.
Here, X Binomial ( n=4,p=0.12).
The probability mass function of X is,
Compute the probability that at least one household has three or
more dogs.
.
Therefore, the probability that at least one household has three or
more dogs is 0.4003.
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