**Answer the entire problem before submitting\.\** The purpose of this problem is to interpret a confidence level correctly, and avoid common misinterpretations. A candidate running for office hires a research organization to carry out a survey. The organization finds an approximate 95% confidence interval for the percentage of voters in a population that favor the candidate: [53.4%,58.1%] Assume the organization used sound statistical methods. What does the 95% refer to? Enter 1 next to the True statements and 0 next to the False statements. 10==TrueFalse Based on the survey, there is about a 95% chance the candidate will win (the popular vote). Based on the survey, about 95% of the voters of the population favor the candidate. There is about a 95% chance that the unknown percentage of voters of the population that favor the candidate will turn out to be between 53.4% and 58.1%. There is about a 95% chance that the interval 53.4% to 58.1% captures the unknown percentage of voters of the population that favor the candidate. If several organizations all set up an approximate 95% confidence interval for the unknown percentage of voters of the population that favor the candidate, using the same statistical methods, then about 95% of the intervals will work (that is, capture the unknown percentage). Note: You can earn partial credit on this problem.