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2.3 Stem-and-Leaf Displays

          CHAPTER 2
       ORGANIZING DATA
Exploratory Data Analysis

 Together with histograms and other graphics
 techniques, the stem-and-leaf display is one of many
 useful ways of studying data in a field called
 exploratory data analysis (often abbreviated as
 EDA).
Pg. 63
               Exploratory Data Analysis

 Exploratory data analysis techniques are
  particularly useful for detecting patterns and
  extreme data values.
     EDA methods help us quickly absorb some aspects of the data
      and then may lead us to ask specific questions to which we
      might apply methods of traditional statistics.
     EDA methods are especially useful when our data have been
      gathered for general interest and observation of subjects
 EDA techniques
   Stem-and-Leaf Displays

   Box-and-Whisker Plots (section 3.3)
Pg. 64
                Stem-and-Leaf Displays

 A stem-and-leaf display is a method of
 exploratory data analysis that is used to rank-order
 and arrange data into groups.
    Stem-and-leaf displays retains original data and individual
     information
    Stem-and-leaf diagrams provide a very effective way of
     ordering data by hand
    By looking at the display “sideways” you can see the
     distribution shape of the data
Pg. 65
             To Make a Stem-and-Leaf Display

1.       Divide the digits of each data value into two parts. The
         leftmost part is called the stem and the rightmost part
         is called the leaf.
          There are no firm rules for selecting the group of digits for the
           stem. Whichever group you choose, you must list all the possible
           stems from smallest to largest in the data collection.
2. Align all the stems in a vertical column from smallest to
   largest. Draw a vertical line to the right of all the stems.
3. Place all the leaves with the same stem in the same row
   as the stem, and arrange the leaves in increasing order.
4. Use a label to indicate the magnitude of the numbers in
   the display. We use the decimal position in the label
   rather than with the stems or leaves.
          Always include a scale/key!
Example 6                            Page 64
                 Stem-and-Leaf Display

Many airline passengers seem
weighted down by their carry-on
luggage. Just how much weight are
they carrying? The carry-on luggage
weights in pounds for a random
sample of 40 passengers returning
from a vacation to Hawaii were
recorded (see Table 2-15).




                   Weights of Carry-On Luggage in Pounds

                               Table 2-15
Page 69
                    How to Split a Stem

 When a stem has many leaves, it is useful to split the
 stem into two lines (or more).
    For two lines per stem:
      Place leaves 0 – 4 on the first line
      Place leaves 5 – 9 on the second line
Page 70
                Back-to-Back Stem Plot

 A back-to-back stem plot is used to compare to
 sets of data.
    The stems are in the middle of the diagram with the leaves
     extending out on both sides
Assignments

 Homework
   Page 67
       #1, 2, 5, 10


 Classwork/Graded Assignment
   This assignment will be collected and graded. 50 points for
    completion, 50 points for “correctness”.
   P72
       #1, 4, 6, 9, 10, 11

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2.3 stem and leaf displays

  • 1. 2.3 Stem-and-Leaf Displays CHAPTER 2 ORGANIZING DATA
  • 2. Exploratory Data Analysis  Together with histograms and other graphics techniques, the stem-and-leaf display is one of many useful ways of studying data in a field called exploratory data analysis (often abbreviated as EDA).
  • 3. Pg. 63 Exploratory Data Analysis  Exploratory data analysis techniques are particularly useful for detecting patterns and extreme data values.  EDA methods help us quickly absorb some aspects of the data and then may lead us to ask specific questions to which we might apply methods of traditional statistics.  EDA methods are especially useful when our data have been gathered for general interest and observation of subjects  EDA techniques  Stem-and-Leaf Displays  Box-and-Whisker Plots (section 3.3)
  • 4. Pg. 64 Stem-and-Leaf Displays  A stem-and-leaf display is a method of exploratory data analysis that is used to rank-order and arrange data into groups.  Stem-and-leaf displays retains original data and individual information  Stem-and-leaf diagrams provide a very effective way of ordering data by hand  By looking at the display “sideways” you can see the distribution shape of the data
  • 5. Pg. 65 To Make a Stem-and-Leaf Display 1. Divide the digits of each data value into two parts. The leftmost part is called the stem and the rightmost part is called the leaf.  There are no firm rules for selecting the group of digits for the stem. Whichever group you choose, you must list all the possible stems from smallest to largest in the data collection. 2. Align all the stems in a vertical column from smallest to largest. Draw a vertical line to the right of all the stems. 3. Place all the leaves with the same stem in the same row as the stem, and arrange the leaves in increasing order. 4. Use a label to indicate the magnitude of the numbers in the display. We use the decimal position in the label rather than with the stems or leaves.  Always include a scale/key!
  • 6. Example 6 Page 64 Stem-and-Leaf Display Many airline passengers seem weighted down by their carry-on luggage. Just how much weight are they carrying? The carry-on luggage weights in pounds for a random sample of 40 passengers returning from a vacation to Hawaii were recorded (see Table 2-15). Weights of Carry-On Luggage in Pounds Table 2-15
  • 7. Page 69 How to Split a Stem  When a stem has many leaves, it is useful to split the stem into two lines (or more).  For two lines per stem:  Place leaves 0 – 4 on the first line  Place leaves 5 – 9 on the second line
  • 8. Page 70 Back-to-Back Stem Plot  A back-to-back stem plot is used to compare to sets of data.  The stems are in the middle of the diagram with the leaves extending out on both sides
  • 9. Assignments  Homework  Page 67  #1, 2, 5, 10  Classwork/Graded Assignment  This assignment will be collected and graded. 50 points for completion, 50 points for “correctness”.  P72  #1, 4, 6, 9, 10, 11