A city is planning to build a hydroelectric power plant. A local newspaper found that 53% of
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a. What is the probability that more than 50% of the voters in a random sample of 200 voters selected from this city will favor the construction of this plant?
b. A politician would like to take a random sample of voters in which more than 50% would favor the plant construction. How large a sample should be selected so that the politician is 95% sure of this outcome?
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