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Individual
The objects described by a set of data (e.g., people, animals, things).
Variable
Any characteristic of an individual that can take different values for different individuals.
Distribution
Tells us what values a variable takes and how often it takes these values.
Categorical Variable
Places an individual into one of several groups or categories.
Quantitative Variable
Takes numerical values for which it makes sense to find an average.
Discrete Quantitative
A quantitative variable that can only take a countable number of values (usually integers).
Continuous Quantitative
A quantitative variable that can take any value within an interval.
Frequency Table
Counts of individuals per category in categorical data.
Relative Frequency Table
Shows percent of individuals per category in categorical data.
Bar Chart
Represents each category as a bar with heights indicating frequency or relative frequency.
Dotplot
A simple graph where each data value is shown as a dot above its location on a number line.
Stemplot
Separates each observation into a stem (all but the final digit) and a leaf (the final digit).
Key (in Stemplots)
Explanation of what the stem and leaf represent in a stemplot.
Histogram
Used for larger datasets, divides data into classes (bins) of equal width with no spaces between bars.
SOCS
An acronym for describing distributions: Shape, Outliers, Center, and Spread.
Shape (in distribution)
Describes the overall pattern of the graph (e.g., symmetric, skewed).
Skewed Right
The right side (tail) is much longer than the left, indicating a tail points to the right.
Skewed Left
The left side (tail) is much longer than the right, indicating a tail points to the left.
Outlier
An unusual value that falls outside the overall pattern of the data.
Center (in distribution)
Describes the middle of the distribution, often using median or mean.
Spread (in distribution)
Describes how much variation is in the data, using range, IQR, or standard deviation.
Interquartile Range (IQR)
The range of the middle 50% of data, calculated as Q3 - Q1.
Standard Deviation (s_x)
The average distance of data points from the mean.
Comparative Language
Necessary language for comparing distributions, using terms like greater than, less than.
Bad Comparison
Listing statistics separately for groups without comparative language.
Common Mistakes in Statistics
Confusions between categorical and quantitative variables, or misinterpretation of graphs.