Regardless of your previous answers, let's say you make a 99% confidence interval and the interval goes from 0.14 to 0.26. Based on this interval, what do you conclude? Group of answer choices The interval does not contain 0.30. We conclude that our city's proportion is different from the national average. The interval does not contain 0.30. We do not conclude that our city's proportion is different from the national average. The interval does not contain 0. We conclude that our city's proportion is different from the national average. The interval does not contain 0. We do not conclude that our city's proportion is different from the national average.
Regardless of your previous answers, let's say you make a 99% confidence interval and the interval goes from 0.14 to 0.26. Based on this interval, what do you conclude? Group of answer choices The interval does not contain 0.30. We conclude that our city's proportion is different from the national average. The interval does not contain 0.30. We do not conclude that our city's proportion is different from the national average. The interval does not contain 0. We conclude that our city's proportion is different from the national average. The interval does not contain 0. We do not conclude that our city's proportion is different from the national average.
Chapter9: Sequences, Probability And Counting Theory
Section9.7: Probability
Problem 1SE: What term is used to express the likelihood of an event occurring? Are there restrictions on its...
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Question
Regardless of your previous answers, let's say you make a 99% confidence interval and the interval goes from 0.14 to 0.26. Based on this interval, what do you conclude?
Group of answer choices
The interval does not contain 0.30. We conclude that our city's proportion is different from the national average.
The interval does not contain 0.30. We do not conclude that our city's proportion is different from the national average.
The interval does not contain 0. We conclude that our city's proportion is different from the national average.
The interval does not contain 0. We do not conclude that our city's proportion is different from the national average.
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