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Constructs
things that can’t be directly measured
Operational Definitions
identifies a measurement procedure for measuring a construct and uses those measurements to define the construct
Random Error
unpredictable fluctuations in data due to the uncontrollable factor
Systematic Error
consistent errors often due to poor methods and procedures
Reliably
how free data is from error
Validity
how free from systematic error
Population
all individuals of interest, described by parameters
Sample
set of individuals from the population to represent the population
Descriptive Statistics
summarizes and describes data, often with figures and graphs
Inferential Statistics
summarizes and interprets data with scores
Sampling error
the naturally occurring difference between a stat and the parameter
Discrete Variable
separate, indivisible categories
Continuous Variables
infinite number of possible values
Real Limits
bounds put on continuous variables
Nominal scale
discrete categories with no order implied
Ordinal Scale
discrete categories with order implied
Ratio Scale
has a meaningful zero
Interval Scale
arbitrary zero
Experimental Method
cause-effect relationship between two variables has manipulation and controls
Independant variables
the variable changed by reserachers
Dependant Variable
variable observed by researcher, often impacted by the IV
Confoudning Variable
external variables that influance the data
Random assortment
random formation of groups to avoid error
Matching
intentional forming of groups to avoid error
Correlational Method
two variables observed in same individuals, both continuous variables
Quasi Experimental
compares two variables, one discrete the other continuous, CAN NOT BE RANDOMLY ASSIGNED
Bar Graph
for nominal and ordinal data
Histograms
for interval and ratio data
Frequency Polyon
a line that shows frequency and trends
Population Graph
shows relative proportions
Central Tendancy
the center of distributions is and the single score that best represents the data
Skewed positive
tail to the right is longer >0
Skewed negative
tail to the left is longer <0
Varability
how spread out the data is
Mean
the avg of the data, needs the sum of scores and number of scores, adding new score changes it, adding a constant does not
Weighted Mean
the mean of two combined data sets
Median
The middle score of the set
Quartile
divides the data set into 4 parts (Q1, Q2, Q3, Q4)
Interpolation
the total interval distance
Mode
the most frequent scores
Major mode
the highest frequency scores
Minor Mode
the second highest frequent scores
Range
difference between the URL and LRL
Interquartile Range
distance between the 25th and 75th percentile
Semi Interquartile
half of the interquartile
Definitional Formulas
the “real“ forumla
Computational Formula
the short cut formula
Sample Stat Bias
when a sample stat systematically over or under estimates the population
z-score
how far a score is from the mean
Random sampling
every person has a chance to be picked, and the propability to be picked it equal
Law of Large numbers
the larger the sample, the closer the sample mean is to the pop mean
Central Limit Theorum
any population with a mean and SD will have a central tendancy the more sample means you collect. It will have a mean of mu, an SD of sigma/squareroot of n and will approach a normal curve as it approached infinity