Histogram
Histogram
No.
Stem
it is a shorthand for representing numbers break them each into 2 parts the last digit is called the leaf and the rest is called the stem. Ex. the number 75 has a stem of 7 and a leaf of 5. then collect all the numbers with the numbers and place them in a row. Ex.129 has stem of 12 and a leaf of 9.
stem-and-leaf plots
The main purpose is to summarise statistical data for fairly small sets of discrete data.
stem and leaf plot
Yes, the stem-and-leaf display is advantageous because it retains the original data values while providing a clear visual representation of the distribution. This format allows users to easily identify the shape of the data, detect outliers, and observe the frequency of specific values. By organizing the data in this way, it facilitates both analysis and interpretation without losing any information.
A graph and stem is different to a leaf plot because in a leaf plot, there is a stem and leaf in a plot, while in a graph and stem, there is a leaf and stem in a graph.
The let side of a stem a stem and leaf plot
A back-to-back stem and leaf plot.A back-to-back stem and leaf plot.A back-to-back stem and leaf plot.A back-to-back stem and leaf plot.
It is, not surprisingly, a stem-and-leaf plot.It is, not surprisingly, a stem-and-leaf plot.It is, not surprisingly, a stem-and-leaf plot.It is, not surprisingly, a stem-and-leaf plot.