Mathematics, 12.05.2021 01:00 apowers1760
A politician claims that 20% of the millions of votes cast for his opponent are fraudulent. To test this claim, an investigator collects a random sample of 90 ballots and contacts the voters whose names appear on the ballots to determine if each ballot is in fact fraudulent. Use a normal approximation to find the probability that less than 10 of the selected ballots turn out to be fraudulent, assuming the politician's claim is correct.
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A politician claims that 20% of the millions of votes cast for his opponent are fraudulent. To test...
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