AP* Statistics Test D – Inference for Proparts – Part V Name ____________________


_ 1. Which of the adhering to will make a confidence interval narrower? I. rise the confidence level. II. take a bigger sample.

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III. take a smaller sample.


A) I just B) II just C) III only D) I and also II E) I and III


_ 2. When you construct a 90% confidence interval for a populace proportion based on a sample, what is it that you are pretty certain is in your interval? I. 90% of the sample data.

II. 90% of all sample proparts.

III. The populace propercent.


A) None B) I just C) II just D) III just E) I and II


_ 3.We have actually calculated a confidence interval based upon a sample of size n = 100. After looking over our work, we realized that the sample size was actually 400. How will certainly the corrected interval compare to the original interval?

A) The corrected interval will be twice as wide.

B) The corrected interval will be one-fifty percent as wide.

C) The corrected interval will be four times as wide

D) The corrected interval will certainly be one-fourth as wide.

E) The corrected interval will be the very same width.


_ 4.Which is true about the sampling circulation of a statistic through sample size n?

I. The sampling circulation of the statistic will certainly be roughly normal.

II. The spcheck out of the sampling distribution is smaller sized as soon as n is larger.

III. It is the collection of feasible values of the statistic from every feasible sample of size n from the population.


A) I only B) II just C) III only D) II and also III E) I, II, and III


_ 5.A city planner desires to construct a confidence interval for the propercent of employees that would take public transportation to work-related if it were available. What sample dimension have to he usage to estimate the propercent to within 4 percentage points at a 90% level of confidence?

A) 30 B) 218 C) 423 D) 601 E) 842


_ 6. Which of the adhering to would certainly rise the power of a test?

I. Increase the sample size II. Decrease the significance level III. Increase alpha


A) I just B) II only C) III just D) I and also II E) I and III


_ 7. A statistician consulting for a state department of transportation conducts a examine to view if the propercent of drivers who are intoxicated has diminished since last year. H0: The propercent is the very same as last year Ha: The propercent is much less than last year.

The P-value of a definition test is greater than the meaning level. She deserve to conclude:


A) the null hypothesis is true.

B) the alternative hypothesis is true.

C) there is enough proof to disapprove the null hypothesis.

D) tright here is not sufficient proof to disapprove the null hypothesis.

E) the test was also effective.


_ 8. A pharmaceutical agency has a drug they think is better at lowering blood push than the current medication, yet it expenses even more money for consumers. They conduct a definition test on their clinical examine (H0: The new drug functions the very same as the old drug, Ha: The brand-new drug works better than the old drug.) Which statement around errors is correct?

A) A Type I error indicates people pay even more money for a drug that doesn’t occupational much better.

B) A Type I error means civilization save utilizing the old drug once a new drug functions much better.

C) If they fail to refuse the null hypothesis, they could be committing a Type I error.

D) If they refuse the null hypothesis, it is feasible that they are rejecting a Type II error.

E) A Type II error would mean that they did not use randomization in their experiment.


_ 9. Pew study reported in 2013 that 15% of Amerihave the right to adults do not usage the internet or e-mail. They report a margin of error of 2.3 portion points. The definition of that margin of error is A) They estimate that 2.3% of those surveyed answered wrongly.

B) They are 2.3% confident that their confidence interval captures the true propercentage of Amerihave the right to adults that don’t usage the internet or e-mail.

C) They are pretty certain that the poll outcome differs from the actual percent of Amerideserve to adults that don’t use the internet or e-mail by 2.3% or much less.

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D) If they repetitively sampled from the population, and also built a confidence interval for each estimate, about 2.3% of those intervals would capture the propercentage of American adults that don’t usage the internet or e-mail.