Sampling Methods and Design Flashcards
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Read the first 7 Sampling Methods and Design flashcards as text
A researcher studying job satisfaction surveys employees from three companies — a small startup, a mid-size firm, and a large corporation — drawing proportional samples from each. The strata here are defined by:
Answer: Company size
The stratification variable is company size, as participants are grouped and sampled based on the organization's size category.
Which of the following best illustrates the difference between a population and a sample?
Answer: A population includes all members of interest; a sample is a subset selected from it
A population is the entire group of interest, while a sample is a smaller subset drawn from that population for study.
A researcher uses past hospital records to identify patients with a disease and compares them to patients without it to study risk factors. This is a:
Answer: Case-control study
A case-control study starts with an outcome (disease) and looks backward to identify risk factors by comparing cases to controls.
What is the purpose of pilot testing a survey before full deployment?
Answer: To identify unclear questions, technical issues, and estimate completion time
Pilot testing reveals ambiguous questions, instrument problems, and time requirements before the study is fully launched.
In a study tracking cancer recurrence, participants who recover and leave the study are no longer monitored. This introduces:
Answer: Attrition bias
Attrition bias occurs when those who drop out of a study differ systematically from those who remain, distorting results.
When a researcher uses quota sampling, the goal is to:
Answer: Ensure the sample matches the population on key characteristics without random selection
Quota sampling sets target numbers for subgroups to mirror population characteristics, but selection within quotas is non-random.
A study reports that ice cream sales and drowning rates rise together in summer. The correct interpretation is that:
Answer: Warm weather is a confounding variable driving both trends
Hot weather causes both increased ice cream sales and more swimming, making it a classic confounding variable that produces a spurious correlation.