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the second median

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15y ago
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Q: What is a outlier in a steam in leaf plot?
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Is a steam-and-leaf plot categorical of numerical?

Not sure about steam-and-leaf but a stem-and-leaf plot is used for numerical data.


How do you find a outlier in a stem and leaf plot?

It will usually be on a stem, all by itself, a long way from the nearest stem.


What is a steam and leaf plot called in the subject of math?

aprentis


How can an outlier be determined in a line plot?

If is does not cluster with the other points on a plot. example; the asterik is the outlier ........ ... ...... ...... .. ........ .. ...... ... .. . ...... __________* .. .. . . . . . .. ..


Which type of data cannot be used in a stem and leaf plot?

Data that is too narrow or too wide (small or large) as it cannot fit into a steam and leaf plot considering the purpose of a steam and leaf plot (how it breaks down the numbers that have 2 or more digits). A steam and leaf plot has 2 separate columns that separate the value of numbers into those 2 sections (although if there is less than 2digts or if there are too many, the process will fail).


What is an outlier on a line plot?

blah


What is the outlier of this data 615182021222425282930?

i can not tell you need to space it out and to find outlier try using a box and whisker plot. and if it is just one number there is no outlier


What is an outlier on a stem and leaf plot?

An outlier is an extreme point of data on the plot. It is significantly greater or less than the rest of the data. Example: *50% of the class got 80/100 points on the test *49% of the class got 78/100 points on the test. *However, only 1% of the class got 99/100 points on the test. The small percentage that got the 99 would be the extreme outlier.


What are stem plot graphs used for?

steam and leaf plots are used to get the range, median, and mode of a group of numbers.


How do you find the outlier in a box and whiskers plot?

try this site https.google.com


What is the difference between a graph and stem and leaf plot?

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.


How does the addition of a possible outlier on PLOT B affect the center of PLOT B relative to the center of PLOT A?

The answer will depend on what PLOT A and PLOT B are. But since you have chosen not to provide that information the answer is