The probability of being dealt a full house in a hand of

Chapter 4, Problem 61P

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QUESTION:

Problem 61P

The probability of being dealt a full house in a hand of poker is approximately .0014. Find an approximation for the probability that in 1000 hands of poker, you will be dealt at least 2 full houses,

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QUESTION:

Problem 61P

The probability of being dealt a full house in a hand of poker is approximately .0014. Find an approximation for the probability that in 1000 hands of poker, you will be dealt at least 2 full houses,

ANSWER:

Solution:

Step 1 of 2:

         Given the probability p = 0.0014, and n = 1000.

 Here we have to find at least 2 full houses.

 That is, to find .

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