Exam 1: Collecting Data in Reasonable Ways
Exam 1: Collecting Data in Reasonable Ways44 Questions
Exam 2: Graphical Methods for Describing Data Distributions33 Questions
Exam 3: Numerical Methods for Describing Data Distributions32 Questions
Exam 4: Describing Bivariate Numerical Data33 Questions
Exam 5: Probability45 Questions
Exam 6: Random Variables and Probability Distributions57 Questions
Exam 7: Selecting an Appropriate Method4 Questions
Exam 8: Sampling Variability Sampling25 Questions
Exam 9: Estimation Using a Single Sample29 Questions
Exam 10: Asking and Answering Questions About a Population Proportion37 Questions
Exam 11: Asking and Answering Questions About the Difference Between Two Population Proportions22 Questions
Exam 12: Asking and Answering Questions About a Population Mean38 Questions
Exam 13: Asking and Answering Questions About the Difference Between Two Means27 Questions
Exam 14: Learning From Experiment Data8 Questions
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A placebo is designed to be identical in appearance to the treatment of
interest, but contains no active ingredients.
(True/False)
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After reading the description below, determine whether the study is an observational
or experimental study. Justify your answer with specific references to the
information in the study.
"We compared paired daytime and night counts of wild brook trout, brown
trout, and rainbow trout made by the same snorkelers in five streams
during August. Overall, we counted 109 trout in the daytime and 333
trout at night. We speculate that trout counted at night were present
during the daytime but were hidden from view. Biologists should consider
that trout behavior and visibility might vary between daytime and night,
even during summer. In some streams, the majority of trout may not be
seen during the daytime."
(Essay)
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If the subjects as well as the person measuring the response are aware of
the treatment assigned to the subject, only single-blinding is being used.
(True/False)
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River City is seeking to compare the effects of two mosquito sprays, A and B, to be
used in the insect control plan for their park system. Consider the following two
plans for a statistical study:
• In Plan #1, a simple random sample of plots of park land would be taken from the
population of River City parks. Either treatments A or B would be randomly
assigned to each of the plots.
• In Plan #2, simple random samples of plots of park land would be taken from
each of four geographic areas in River City. (River City has 4 geographic areas of
town, the NE, NW, SE, and SW quadrants.) Either treatments A or B would be
randomly assigned to each of the plots within each geographic area.
a) Consider study plan #1:
i) Would it be appropriate to infer a cause-and-effect relationship if the results of
the two treatments differ? Why or why not?
ii) Could the results be generalized to all areas of the park land? Why or why
not?
b) Consider study plan #2:
i) Would it be appropriate to infer a cause-and-effect relationship if the results of
the two treatments differ? Why or why not?
ii) Could the results be generalized to all areas of the park land? Why or why
not?
(Essay)
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