Chapter 4: Displaying Quantitative Data Flashcards
bins
-equal width sections of quantitative variables (5-10, 10-15, etc.)
distribution
-bins and the counts in each bin give the distribution of the variable
histogram
- plots bin counts as height of the bars (values exactly on a bin boundary are on the bin to the right)
- no spaces between bars
relative frequency histogram
-displays percentage of cases in each bin, instead of the count
stem and leaf plot
- used instead of histograms for smaller sets of data
- created by John W. Tukey
- leading digits: stem
- trailing digits: leaves
- satisfy the are principle and show distribution by preserving the actual values
dotplot
- one dot per case in the data
- some up and down, some side-to-side
3 terms to describe displays
-shape, center, spread
mode
- creates a hump on a histogram bc it appears the most
- unimodal: one main peak
- bimodal: 2 peaks
- multimodal: 3 or more peaks
uniform
-histogram with no apparent mode
symmetry
-used to describe histograms
skewed
-one tail (thinner end) stretches out farther than the other
outliers
-data that is away from the body of distribution
gaps
-data may not homogeneous
timeplot
-displays time vs another variable to see the volatility
re-express/transform
- makes skewed distribution more symmetric by applying a simple function
- ex: square root or log a function
- left skew: square
- right skew: log or square root