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AP Statistics Practice Questions

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Q:1-A high school calculus exam is administered to a group of students. Upon grading the exam, it was found that the mean score was 95 with a standard deviation of 12. If one student's z score is 1.10, what is the score that she received on her test?
Mark one answer:

109.2
108.2
105.3
110.1



Q:2-A basketball coach wants to determine if a player's height can predict the number of points the player scores in a season. Which statistical test should the coach conduct?
Mark one answer:

P-score
ANOVA
Linear regression
T-test


Q:3-To find the percentage of households in a town who own more than one motor vehicle, a survey will ask the next 100 drivers at a popular gas station if there is more than one motor vehicle in their household. Is this survey biased and if so, what is the main type of bias?
Mark one answer:

Yes, undercoverage bias
No, the survey is representative of the local population
Yes, voluntary response bias
Yes, non-response bias


Q:4-Of the following examples, which best describes quantitative data?
Mark one answer:

The softness of a chair.
A student's least favorite sport.
A child's gender.
Temperature measurements of water in degrees Fahrenheit.


Q:5-Based on the histogram, which set of values was most common in the sample?
04-05 ap statistics questions

Mark one answer:

60-66
62-66
60-62
62-64


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Q:6-The average score on the statistics final exam was 85 and the standard deviation was 2.5. Chris scored a 95. Chris scored higher than what percent of his class?
Mark one answer:

95.7
96
4
.9999


Q:7-A sample consists of the following observations:(2,8,5,7,2). What is the mean?
Mark one answer:

4.8
8.4
2
5


Q:8-A health insurance executive suspects that 50% of the Affordable Care Act applications are incomplete (i.e. critical data is missing from the application). He wants to gather a sample to estimate the true proportion. He wants to be within 5% of the true mean with 95% confidence.
What sample size does he need?

Mark one answer:

405
365
395
385


Q:9-Suppose you have a normally distributed variable with known variance. How many standard errors do you need to add and subtract from the sample mean so that you obtain 95% confidence intervals?
Mark one answer:

1.645
1.96
1.99
1.98


Q:10-You estimate a regression model with B=3.4 and SE=.024, where B is the beta coefficient and SE is the standard error. Construct 95% confidence intervals for B.
Mark one answer:

[3.4,3.45]
[3.35,3.45]
[3.1,3.45]
[3.2,3.65]



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