exam 1 Flashcards
Variable
Things that can be changed in a situation.
“Height of students in a class”
Variable
Quantitative
numerical
Qualitative
descriptive
Color and race are an example of something being
qualitative
Continuous Variable
can be measured anywhere
height and eating donuts are considered continuous or discrete?
continuous
Discrete Variable
one or the other, no in between, whole numbers
Students and cars in the parking lot are considered continuous or discrete?
discrete
Independent Variable
experimenter changes comething
Dependent Variable
what you measure about the participant.
Which is the IV and DV “Does listening to music while studying improve test scores?”
(IV): Listening to music while studying
(DV): Test scores
Quasi-design
interest on an effect you can’t change but pretend to change to use the math.
Operational defintion
objective definition of a variable that interests you
What is the operational definition of stress and blood pressure
Stress will be measured by heart rate (beats per minute)
Reliable Definition
can be used to detect the operationalized variable of interest
Nominal Variable
categorical variable with no order or ranking.
Ordinal Variable
has order (no math)
Movie ratings and education level are examples of
Ordinal Variable
Interval
numbers are meaningful, distance is always the same, and can be ordered
Population
Who you’re interested in testing
Sample
who is actually being measured
Parameter
Variable you are interested in
Statistic
What you actually measure from the sample
Sampling error
Difference between statistics and parameter
Descriptive
describe, organize and summarize data
Inferential
use sample data to infer information about the population (is the. difference real?)
Probability
What are the chances that the difference is meaningful
Effect size
is the difference large or small
Frequency distribution
describes data by how often a number appeals
Frequency Table
organizes data into categories and shows how often each value occurs.
Histogram
graphical representation of a frequency distribution (continuous data)
Proportion
P= f/n. n= total number of scores
Cumulative frequency
the running total of frequencies
Mean: 3,7,8,9,3,5,7,3,5,3
53/10=
Median: 3,3,3,3,5,5,7,7,8,9
5+5/2=5
Mode
number is seen most often