Yes, a stem-and-leaf plot shows the frequency distribution of a variable.
Yes because they organize data in a way that somebody can read it.
you use it to compare 2 different sets of data
A stem and leaf plot is one type of histogram. A simple bar chart histogram show the frequency of data in certain ranges. The leaf and stem plot has the advantage of identifying both the frequency of the data in intervals and the data values that are in the intervals. Two disadvantages to the plot is that the interval is determined by the uppermost digit (10's, 100's or 1000's) and the plot may not be easily understood by others. See related link.
When there is a large number of numbers in a collection of data, it becomesimportantto organize the data in a meaningful way to make analysis easier. ...Organizing data in stem-and-leaf plots, double bar graphs, frequency tables, histograms, line plots, and line graphs makes data easier to understand and to use
Yes, a stem-and-leaf plot shows the frequency distribution of a variable.
stem and leaf plots are used in math
Dotplots and stem-and-leaf displays both show every data value.
Prerequisite It is helpful to have an understanding of the mean, median and the mode prior to beginning work with Stem and Leaf Plots.
math
cause they both plot something
Yes because they organize data in a way that somebody can read it.
A stem-and-leaf plot is a convenient way to organize data using numerical order and place value.
Usually it would be on a stem all by itself, a long way from the next stem.
Well, isn't that just a happy little question! Jobs that use stem and leaf plots often include statisticians, data analysts, and researchers. These folks use stem and leaf plots to organize and analyze data in a visual way, helping them make sense of the information they're working with. Just like painting a beautiful landscape, these professionals use stem and leaf plots to uncover patterns and insights that can guide important decisions.
you use it to compare 2 different sets of data
It is the result of drawing stem-and-leaf plots for two variables, back-to-back, such that they share the same stem.