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Population
Complete set of individuals having some common observable characteristics
Parameter
A number that describes an entire population (unreaslistic in real life testing)
Statistic
Uses a small sample to infer data about a larger population
Measurement Metrics for Parameter
Mean, SD, correlation (p) (greek letters)
Measurement metrics for statistic
Mean, SD, correlation (r )
Two types of Statistics
Descriptive and inferential
Descriptive statistics
Directly describe your sample ex. Mean, median, mode
Inferential statistics
Numbers used based on data to draw conclusion/ like p being used as correlation
Representative Psychology
Not representative bc. Psychology is more fluid and evolving- too many variables
Measurement Definition
A system for assigning numerical values to observations in a consistent and reproducible way
Nominal scale
Values are categorical and do not have any relation to each other. Numbers assigned to nominal scale do not have any value
Dichotomous variable
Only two options
Ordinal scale
Numbers have meaning relative to eachother but spacing within order is not standardized
Interval
Values are evenly spaced apart (temperature)
Ratio
Values are seen are proportional to eachother, and contains notion of absolute zero.
Continuous vs discrete
One variable is countable one is infinite
Likert Scale
Commonly used in questionnaire: strongly disagree-strongly agree
Bar vs Histogram Graphs
Bar must be discrete/categorical (nominal) ex. Population size, while histogram can give slight range ex. Height from 5ft to 5ft1
Frequency polygon
Similar to histogram in the sense that you connect to dots at the peak instead of putting continuous bars
Cumulative frequency polygon (OGIVE)
Adds up frequencies to make continuously growing frequency polygon of percentage
Normal distribution
Most commonly assumed for psychological statistics
Features of Normal distribtution
1) singe mode, 2) symetrical, 3) extends to infinity
Shapes of frequency
Skewed right= pos skewed, and skewed left= neg skewed.
Ceiling effect
When data piles up at top end
Floor effect
When data piles at low end of distribution
KURTOTIC distribution
Extreme versions of normal (condensed vertically or horizontally)
Leptokurtotic distribution
Tall and skinny
Platykurtotic distribution
Flatter with skinnier tails
Central tendencies
There is not one singular point that marks the center of a set of data
Semi interquatrile range (SIG) formula
(Q3-Q1)/2
Mean deviation formula
(Sum of distance from all points minus mean)/ number of scores
Variance
(Take the square of all deviations for each data point from the mean)/ number of data points
SD
Square root of variance
Symmetric distribution
Mode=median
Postivey skewed distribution
Mode<Mean
Negatively skewed distribution
Mode>Mean
Properties of mean
Add and subtract to data: apply same to mean. Multiply/divide data points: same applies to mean
Properties of Standard Deviation
If constant is added/subracted: not affected. If multiplied and divided by constant: same applies to SD