10/12 Sampling Methods
Population vs Sample
If sample accurately represents the population, the results can be generalized to the population
Sampling frame - a list of the people/items that make up a population from which a sample is taken
Sampling error - different between results from sample and results from population; larger samples reduce error
Ways of sampling:
Probability sampling - random selection of participants; each member of the population has an equal chance of being selected
Simple Random Sampling - everyone has an equal chance of being selected. Complete list and RNG
Systematic - every Kth individual. Calculate sampling interval (k) = pop/sample
Stratified - break population into strata and sample within each group
Cluster - break population into clusters based on natural groupings and randomly select which clusters to completely sample
Nonprobability sampling
Convenience
Purposive - attempt to draw a representative group based on a researcher’s best judgement
Snowball - initial respondents obtained through nonprobability, but others are referred into the study
Quota - participants selected non-randomly from different strata or groups
Probability sampling is always better if you want generalizable results.
Nonprobability is better for:
exploratory research
cost-effectiveness
time constraints
pilot studies
10/14 Hypothesis Testing
What makes a good hypothesis?
Testable
Compatible with current knowledge
Logically consistent
Simple
Null hypothesis - default assumption that there’s no relationship between the variables
Alternative hypothesis - relation between the variables
We test the null, not the alternative. If the null is rejected, the alternative explains the relationship
Type I error - false positive; rejecting the null when it’s actually true and no relationship exists.
Type II error - false negative; failing to reject the null when a relationship exists.
P-value - the probability of getting observed results if the assumption is true
Significance level - how much type I error is acceptable
Results are statistically significant if the p-value is smaller than the chosen risk level (ex. .01, .05) and the null is rejected.