UNIT 3 - SAMPLES and EXPERIMENTS Flashcards
A 4 year high school of 2000 students, sampling 40 high students: Describe a simple random sample
Number students 1-2000. Use rantom number generator to get 40 unique integers from 1 to 2000.
A 4 year high school of 2000 students, sampling 40 high students: Describe a stratified sample
Stratify by year. Randomly choose 10 FR, 10 SO, 10 JU and 10 SENIORS
A 4 year high school of 2000 students, sampling 40 high students: Describe a convenience sample
Ask the first 40 students coming to the locker rooms after school. This is problematic because athletes may not have the same preferences as non athletes.
A 4 year high school of 2000 students, sampling 40 high students : Describe a systematic sample
Get an alphabetical list of all of the students, 2000/40=50. Randomly choose one of the first 50 students and then every 50th student after that.
A 4 year high school of 2000 students, sampling 40 high students: Describe a cluster sample
Imagine that all of art classes have 10 students and they are mixed with fr, so, jr and srs… You would randomly choose 4 classes and survey everyone in each of the 4 classes.
What is a flaw of SRS that is not a flaw of others?
You could get any sample group with an SRS. You could sample a high school and just randomly get a sample of just male juniors. While it is not likely, it could happen. All groups are possible, and equally likely. We stratify to prevent this from happening.
A 4 year high school of 2000 students, sampling 40 high students: Since ALL GROUPS (samples) are possible and equally likely, show some groups that you could get randomly from and SRS that would not be representative of the entire school.
all female, all freshmen, all seniors, all athletes.. these could happen in an SRS (but they are not likely to)
A 4 year high school of 2000 students, sampling 40 high students: Explain how stratifying has “impossible groups”
You couldn’t get all freshmen in your sample
A 4 year high school of 2000 students, sampling 40 high students: Explain how clustering has “impossible groups”
You couldn’t get 2 people from each classroom, because you would be randomly choosing classrooms and asking everyone in those classes.
A 4 year high school of 2000 students, sampling 40 high students: Explain how systematic has “impossible groups”
You couldn’t get the first 40 people alphabetically (because you are taking every nth)
What is the standard sampling method?
A Simple Random Sample (SRS) is our standard. Every possible group of n individuals has an equal chance of being our sample. That’s what makes it simple. Put the names in a hat.
give an Example of a MULTISTAGE sample
Suppose you want to poll urban, suburban and rural citizens, you can divide a map into those strata, and then randomly choose neighborhoods or streets in each and ask everyone on those streets. Here you stratified by community type and then clustered by street.
What is a multistage sample?
A sample that combines several sampling methods
What are the two types of observational studies?
Retrospective, and Prospective
What is a simple random sample?
put all of the names in a hat. every group is possible. pull the numbers
What is cluster sampling?
Cluster- grab clusters of the population. each cluster should be representative ( like the population) use a few clusters.
What is retrospective study?
A retrospective study is a study that looks backwards in time (or at the present moment).
What is systematic sampling?
collecting data from every nth subject.
What is prospective study?
Prospective study is when you study the experimental unit’s present and future.
What is a representative sample?
A sample that looks like the population. It has similar characteristics.
What is stratified sampling?
When you break the population into groups with similar attributes and randomly select from each strata.
What are the “good” sampling methods?
SRS (simple random sample), stratified, clustered, systematic, multistage
What are the “bad” sampling methods.
convenience samples, voluntary samples
When your sampling frame is different from the population, then you risk ____
undercoverage