Final Flashcards
(148 cards)
The entire group of people about which we
wish to generalize
Population
A portion of a population
Sample
Sampling only those who are easy to contact
Convenience sampling
Sampling only those who volunteer
Self-selection
What are the 4 non-probability sampling techniques?
Convenience sampling
Quota sampling
Purposive sampling
Snowball sampling
What are the 4 probability sampling techniques?
Simple random sampling
Systematic sampling
Stratified random sampling
Cluster sampling
Every individual in the population
has an equal chance of being selected
Simple random sample
Sample is selected according to a random starting point and a fixed periodic interval
Systematic sampling
Strata are formed based on members’
shared attributes or characteristics
Stratified random sampling
Uses “natural” but relatively heterogeneous
groupings in a population.
Cluster sampling
An extension of convenience sampling, based on the characteristics of the sample and the purpose of the research
Purposive sampling
Participants are chosen out of specific subgroups that are identified, with convenience sampling used to select the required number of participants from each subgroup
Quota sampling
Participants recruit other participants, used to collect data when the desired sample characteristic is rare, or it is difficult to locate respondents
Snowball sampling
Describes the data (variables) quantitatively
Descriptive statistics
What are the differences between parameters and statistics?
Statistics describe samples, parameters describe populations
A spreadsheet of our variables and their values
Data matrix
A table which provides the number of or
frequency of each possible value
Frequency distribution
A way of providing a graphical representation of the frequency of one variable of interest
Histogram or dot plot
Measure of central tendency that can tell us where most of our scores in our dataset center around
Mean
The middle score that splits the dataset in half
Median
The most common number in a dataset
Mode
What are the two ways to measure spread/variability in data?
Variance and standard deviation
The average spread that each number in our dataset has around the mean
Variance
The square root of the variance which provides a benchmark or indicator of spread for our dataset
Standard deviation