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More prayer in school Refer to Exercise 5. Interpret the confidence level.

Short Answer

Expert verified

All samples to have 95%confidence interval have population parameter.

Step by step solution

01

Given Information

It is given that for 95%confidence interval, proportion is(0.63,0.69)

02

Estimating Confidence Interval

  • Confidence interval of 95%shows the proportion of population that favours an amendment.
  • It implies that all samples have 95%confidence interval that has true population parameter.

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Most popular questions from this chapter

Check them all Determine if the conditions are met for constructing a confidence interval for the population mean in each of the following settings.

a. How much time do students at your school spend on the Internet? You collect data from the 32members of your AP Statistics class and calculate the mean amount of time that these students spent on the Internet yesterday.

b. Is the real-estate market heating up? To estimate the mean sales price, a realtor in a large city randomly selected 100home sales from the previous 6months in her city. These sales prices are displayed in the boxplot.

Refer to Exercise 55. Suppose that Gallup wanted to cut the margin of error in half from 3percentage points to 1.5percentage points. How should they adjust their sample size?

a. Multiply the sample size by 4.

b. Multiply the sample size by 2.

c. Multiply the sample size by 1/2.

d. Multiply the sample size by 1/4.

e. There is not enough information to answer this question.

A 90%confidence interval for the mean 渭 of a population is computed from a random sample and is found to be9030. Which of the following could be the 95%confidence interval based on the same data?

a. 9021

b. 9030

c. 9039

d. 9070

e. Without knowing the sample size, any of the above answers could be the 95%confidence interval.

Losing weight A Gallup poll asked a random sample of U.S. adults, 鈥淲ould you like to lose weight?鈥 Based on this poll, the 95%confidence interval for the population

proportion who want to lose weight is (0.56,0.62).

a. Interpret the confidence interval.

b. What is the point estimate that was used to create the interval? What is the margin of error?

c. Based on this poll, Gallup claims that more than half of U.S. adults want to lose weight. Use the confidence interval to evaluate this claim.

How confident? The figure shows the result of taking 25SRSs from a Normal population and constructing a confidence interval for the population mean using each sample. Which confidence level鈥攔ole="math" localid="1654197644211" 80%,90%,95%,or99%鈥攄o you think was used? Explain your reasoning.

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