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Mathematics
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Practical Purposes
Quiz 7: Data for Decisions
Path 4
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Question 1
Essay
Define a simple random sample.
Question 2
Essay
A high school principal wishes to determine what proportion of the school's students likes the new school mascot. The principal decides to survey every 25th name from the school enrollment records (an alphabetical list of all students at the school). Is this a valid simple random sampling technique? Why or why not?
Question 3
Essay
In order to determine what proportion of a town's residents approves of a new plan for trash collection, the town council placed an ad in the newspaper asking residents to phone in their opinions. Explain why the results of this poll may differ from the actual beliefs of all residents in the town.
Question 4
Essay
A school principal is concerned with the increasing level of absenteeism in the school. A meeting of parents, teachers, and students is called at which the principal expresses her concern and describes an experimental program that will be instituted to try to curb absenteeism. After two months, absenteeism is down by 15%. Explain how confounding variables may have affected the results of the experiment.
Question 5
Essay
In order to determine if students on a college campus are in favor of a tuition hike to pay for expanded parking services, a member of the student senate surveys 25 people in a commuter parking lot. Why is this a poor sampling technique?
Question 6
Essay
One July, the city council of a small town decides to impose an experimental curfew on all residents younger than 18 years to cut down on loitering in the town square. After four months, the number of teens found in the square after dark has decreased by 80%, and the council declares the curfew a success. Explain why this conclusion may not be valid.
Question 7
Essay
We must use a random digits table to choose a sample of eight names from the roster of a club with 100 members. Why can we use two-digit numbers from the table to select our sample?
Question 8
Essay
What is the difference between an observational study and an experiment?
Question 9
Essay
Explain the difference between bias and variability in sampling results.
Question 10
Short Answer
A biologist draws a sample of 200 fish from a lake to test for mercury levels. She finds that 8% have levels above the limits set as healthy. Describe the population for this study.
Question 11
Essay
Convenience samples are said to be highly likely to produce bias in survey results. Explain why this is true.
Question 12
Essay
A farmer believes that exposing chickens to classical music will cause them to produce more eggs. Describe how the farmer may design a randomized comparative experiment to test this theory.
Question 13
Essay
A polling company working for a candidate for governor surveys a sample of 2500 registered voters in the state to determine if they are in agreement with the candidate's stand on gun control. Describe the population for this study.
Question 14
Essay
In a poll of 2500 residents of a state, it is found that 480 are in favor of naming the grasshopper the state insect. What is the sample proportion for this poll?
Question 15
Essay
Why do opinion polls usually report a margin of error with the results of a survey? What does the margin of error mean?
Question 16
Essay
We wish to know what proportion of students at a major university believes too much emphasis is placed on athletics at the school. Explain how we could choose a sample of 500 students to reduce the possibility of bias in the results.