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Nominal-level variables
Cannot be quantified, placed in either descending or ascending order
Ordinal-level variables
Can be ranked from the lowest to the highest, but the intervals between ranks may be unequal.
Interval-level variables
Intervals are assumed to be equal and variables may have a zero value (ex: temperature, test scores)
Ratio-level variables
Same has interval levels, but zero is fixed and meaningful (weight, height)
Normal distribution
A special type of distribution that looks like a bell. Occurs naturally in many situations. IQ scores, height of people, age, and blood pressure are all normally distributed.
Mean
The average of all scores
Median
The “middle” of a sorted list of numbers
Mode
The value that appears most often in a data set
Standard deviation
An accurate measure of dispersion that considers all individual values and uses all information available in the data set low values indicate that the data points tend to be closely grouped around the main whereas high values indicate that data points are further spread out
Semi-interquartile range
Does not assume normality of distribution and can be used with ordinal level data
Inferential statistics
Allow us to make it possible to test hypothesis and make conclusion
Null hypothesis
Represents the idea of no difference or no effect
Alternative hypothesis
Proposes that there is a true effect or relationship in the population
Type l error
False positive. Occurs when we reject a null hypothesis.
Type 2 error
False negative. We failed to reject a no hypothesis that is actually false. The probability of missing a true effect or relationship.
Parametric tests
Tests that assume data is naturally distributed
Non parametric tests
Does not make the assumption that data is naturally distributed
Effect size
A measure of magnitude
Mann Whitney U test
Does not rely on any assumptions regarding the distribution of the variable, making it non-parametric
Histograms
Used to show the distribution of a variable in the population. Typically along the X axis, a histogram includes the possible scores of a variable can take, and along the Y axis, the number of people who got a particular score data is continuous.
Skewness
How slanted the distribution is towards the left or the right
Kurtosis
The pointiness versus flatness of distribution
Bar graph
Used to visualize results of experimental research that involves a comparison between groups or categories
Box and whisker plots
Makes it easy to see how data is spread out, shows outliers
Scatter plots
Useful to visualize the relationship between two variables when there is a positive or negative correlation. Visually, this will affect the scatter plot.