yeah , i would like to know the same question!
Once all of the data are displayed in the stem and leaf diagram it is simply a question of looking at the most frequentlyoccurring value.
Histogram
If you had a stem and leaf diagram like this for example 1/1,2,6 2/4,4,4,5,7,8,9 3/1,6 4,2 5/4,7 Key 1/1- 11 years old The mode would be the value on the "leaf" that appears most frequently so in this case it would be 24. However, the modal group would be the group from the "stem" that has the most values, so in this case it would focus on the 20's. You would write it from the number on the stem to the highest in the group, like- 20-29. You would write it from 20 even if there is nobody who is actually 20 years old, as there isn't in this case.
You would take all the numbers from the data and then divide by the number of numbers added. In a stem and leaf plot, the tens or hundreds, and so on are on the left and the ones are on the right.
yeah , i would like to know the same question!
Once all of the data are displayed in the stem and leaf diagram it is simply a question of looking at the most frequentlyoccurring value.
Go to Google and click on "Images". Type in "diagram of a dicotyledon leaf" in the search box. Choose the second picture.
this is the plant leaf diagram.
a turd
Histogram
dog
In statistics this is usually termed a stem-leaf plot. To see some I suggest going to image.google.com and querying for stem leaf plot.
If you had a stem and leaf diagram like this for example 1/1,2,6 2/4,4,4,5,7,8,9 3/1,6 4,2 5/4,7 Key 1/1- 11 years old The mode would be the value on the "leaf" that appears most frequently so in this case it would be 24. However, the modal group would be the group from the "stem" that has the most values, so in this case it would focus on the 20's. You would write it from the number on the stem to the highest in the group, like- 20-29. You would write it from 20 even if there is nobody who is actually 20 years old, as there isn't in this case.
The major disadvantage of the Stem and Leaf plot is that it is dependant on the choice of intervals. The plot is not unique.
A cushion like swelling at the base of the leaf or leaflet.
You would take all the numbers from the data and then divide by the number of numbers added. In a stem and leaf plot, the tens or hundreds, and so on are on the left and the ones are on the right.