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CONTINUOUS VARIABLES
(infinite number of values or attributes)
ATTRIBUTES along a continuum for a variable
Can be made discrete
DISCRETE VARIABLES
(fixed set of values or attributes)
Definite number of attributes attached to variable
Can not be made continuous
NOMINAL
(categories) labels or names only
ORDINAL
(rank order) one is greater than another
INTERVAL
(distance) arbitrary 0
RATIO
(proportion) absolute 0
leveles of measurement/variables
higher levels include the lower levels
CAUSAL RELATIONSHIP
relationship between two events
three requirements
TEMPORAL ORDER/CAUSALITY
(cause before effect)
ASSOCIATION
(some relationship between variables, but not necessarily CORRELATION (definite and strong cause and effect)
can have association without
causality
FREQUENCY DISTRIBUTION
(main characteristics of participants in the sample)
Display in a table, graph, or chart
CENTRAL TENDENCY
(center point of distribution)
Normal bell-shaped curve
VARIABILITY
(dispersion/spread of distribution)
Same mean, meadian, and mode may have different distributions
Results from one variable
mean, median, mode, range, percentile, and standard deviation
MEAN (central tendency)
(average)
Impacted by extremes
MEDIAN (central tendency)
(middle number/mid-point)
50% above and 50% below
MODE (central tendency)
(most common/frequent number)
RANGE (variability)
(largest and smallest scores)
PERCENTILE (variability)
(score at a specific point)
STANDARD DEVIATION (variability)
(measure of dispersion; distance between all scores and the mean)
measure two variables
bivariate relationship, scattergram/scatterplot, and bivariate table
BIVARIATE RELATIONSHIP
(relationship between two variables)
covariation
independence
COVARIATION
(an association exists; variables vary together)
INDEPENDENCE
(no relationship exists)
scattergram/scatterplot
(graph)
Form (whether relationship exists)
Direction (positive/negative relationship)
Precision (spread in the points on the graph)
Bivariate table
visually difficult
measure three or more variables
multivariate relationship, partials (trivariate tables), multiple regression
MULTIVARIATE RELATIONSHIP
(relationship among three or more variables)
make sure spuriousness does not exist
"Control for" one or more variables (no effect)
if the bivariate relationship is weakened by excluding the "control for variable" then the "control for variable" is important. this means that te bivariate relationship is spurious
Partials (Trivariate tables)
Bivariate tables for independent and dependent variables
STATISTICALLY SIGNIFICANT
(results are not due to chance)
Sample may be different than population
Likelihood (not absolute certainly)
Two variables my be statistically significant without a relationship
LEVEL OF SIGNIFICANCE
LEVEL OF SIGNIFICANCE
(probability)
.05 means 5 in 100times will be due to chance; 95 in 100 times will not be due to chance (95% confident)
TYPE I ERROR
Researcher says relationship exists between the variables, when there is no relationship
TYPE II ERROR
Researcher says relationship does not exist between the variables, when there is a relationship
Types of Errors
Type I and type II
.05 level of significance balances types I and II errors
Cautious researcher uses .01 level of significance (1% due to chance; 99% confident
Riskier researcher uses .10 level of significance (10% due to chance; 90% confident)
Conceptualization
Data collection and anaylsis
New concepts formed
Concepts refined
CASING
(create/justify a case so data connects with theory)
OPEN CODING
(initial categorizations based on commonalities)
AXIAL CODING
(analyze the initial codes to create themes/sub themes)
SELECTIVE CODING
(focus on selected themes that support conceptual framework)
Analytic strategies
narrative history, successive approximation. illustrative method, and ideal types
Max Weber
NARRATIVE HISTORY
(tell a story in chronological order)
Authenticity (views of participants)
SUCCESSIVE APPROXIMATION
(collect additional information)
Back-and-forth between data and theory
ILLUSTRATIVE METHOD
(apply theory to data)
IDEAL TYPES
(perfect/exaggerated models and standards to compare reality)
CONTRAST CONTEXTS (uniqueness)
ANALOGIES (similarities)