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Descriptive Statistics
Summarizes data using things such as mean, median, and standard deviation
Infeerntial Statistics
Drawing conclusions about the population based on t-tests, ANOVA, correlation and regression
Mean
The average of something, you add all the values and divide by the number of values. This is very sensitive to outliers
Median
Middle score when all scores are in numerical order, it is not affected by outliers
Mode
It is the most frequent and useful for categorical data
Variance
Average squared distance from the mean
Standard Deviation
Square root of variance, will tell you how far apart the scores are
Z-score
How far apart scores are from the mean in standard deviation units
Frequency Histograms
Graphs that show the distribution of data by showing the shape and outliers
Null Hypothesis Significance Testing
State hypothesis, usually a null one or alternative, collect the data, calculate statistics, fine the p-value, compare to the alpha level which is usually going to be .5, and then either reject or retain the null
P-Value
Probability results occurred by chance
Alpha
Cut-off for significance
How to reduce type 1 error? (A false positive)
Lower the alpha level
How to reduce type 2 error? (A false negative)
Increase the power, usually by increasing sample size
Power
Probability of detecting a real effect if there is an effect, usually increased by sample size and effect size
Confidence Intervals
Range of likely value that are true for the population, being 95% confident that the true value is between certain numbers
Correlation
Measures relationship between two variables, no causation, two continuous variables
T-test
Compares two groups to each other
ANOVA
Compared three or more groups to each other and it is reported as F
Regression
Predicts one variable from another, reported as beta
Meta-analysis
Combines results from multiple studies
Effect size
The strength of a result, such as r, cohen’s d, or beta. But effect size is usually cohen’s d
Cronbach’s alpha
Used for scale correlations
Spearman correlation
Tests for strength of the association between two ordinal variables
Chi-Square
Tests for the strength of the association between two categorical variables
Independent t-test
Tests for the difference between two independent variables
Simple Regression
Tests how change in the predictor variable will predict the change in the outcome variable