Suppose that 70% of people prefer beef over lamb. We randomly sampled 1000 people. What is the probability that the sample will have no more than 710 people who prefer beef over lamb? Please use the normal approximation to the probability distribution, and you don't need to use continuity correction here.
Suppose that 70% of people prefer beef over lamb. We randomly sampled 1000 people. What is the probability that the sample will have no more than 710 people who prefer beef over lamb? Please use the normal approximation to the probability distribution, and you don't need to use continuity correction here.
Chapter8: Sequences, Series,and Probability
Section8.2: Arithmetic Sequences And Partial Sums
Problem 6ECP: Find the sum of the integers (a) from 1 to 35 and (b) from 1 to 2N.
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Suppose that 70% of people prefer beef over lamb. We randomly sampled 1000 people. What is the probability that the sample will have no more than 710 people who prefer beef over lamb?
Please use the normal approximation to the probability distribution, and you don't need to use continuity correction here.
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