Suppose it is reported that 90 % will vote for candidate A. You think this % is different in your neighborhood, so you decide to randomly sample 169 people and ask them if they will vote for candidate A. (I have used ^p to signify p hat) What is the probability that at least 141 people will vote candidate A?
Suppose it is reported that 90 % will vote for candidate A. You think this % is different in your neighborhood, so you decide to randomly sample 169 people and ask them if they will vote for candidate A. (I have used ^p to signify p hat) What is the probability that at least 141 people will vote candidate A?
Chapter9: Sequences, Probability And Counting Theory
Section9.7: Probability
Problem 5SE: The union of two sets is defined as a set of elements that are present in at least one of the sets....
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Suppose it is reported that 90 % will vote for candidate A. You think this % is different in your neighborhood, so you decide to randomly sample 169 people and ask them if they will vote for candidate A.
(I have used ^p to signify p hat)
What is the probability that at least 141 people will vote candidate A?
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