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The mean is the average of the data, and the standard deviation can be thought as the average amount that the actual data varies is different from the mean. With this information, we can understand quite a bit about the layout of the data. Box-and-whisker plots give us a way to visualize this data. When someone gives you a mean and standard deviation, it can be hard to think of what that means about the distribution. The box-and-whisker plot, on the other hand, shows you the range that most scores fall in, where the extreme scores are, and it can even suggest which scores are likely to be outliers, all in one diagram!

For example, if a teacher wanted to see how well the students did on their exam, a box-and-whisker plot would show the lowest test score indicated by the minimum point , the highest test score indicated by the maximum point , and where the students averaged.

The box in the middle indicates where most students are averaging closely too. This is a simple way to understand the relationship data has within itself, as well as a visual way of understanding Quartiles. Box-and-whisker plots are a lovely data visualization that allows you to show not only some key measures of central tendency of a data set, but also indicates the spread of the data. Additionally and critically , box-and-whisker plots allow you to distinguish outliers from the rest of the data set.

It can quickly tell you the limits, upper and lower quartiles, and the median of a data set. The spread of a data set can quickly be determined. Box-and-wisker plots are a tool that was invented because back in the day we did not have computers that could crunch numbers as quickly as they can today. It is a very useful tool, also known as the 5-point summary, which helps us quickly and easily asses whether the sample is normally distributed.

It can also be used to look for observations outside of 1. Last but not least, it is much easier for a human being to interpret a visual rather than trying to read the 5 point summary in numerical form and create quick conclusions.

They show you on a diagram how the data is spread out which is often easier to make sense of than just looking at the statistical values.

They are very useful when you are comparing 2 sets of data. Studying Box-and-whisker plots can help you understand a relative sample size of a population. It helps you to learn a lot statistically about the mode, the median, the range, and minimum and maximum of this sample size. A Box-and-whisker Plot is a neat method of visualising the where the averages in a dataset lie.

Box-and-Whisker plots are useful in seeing the overall distribution of data. The lines that stretch away from the box are called the whisker. The end of the whisker on the left side is the minimum value for the data set and the end of the whisker on the right side is the maximum value for the data set. Box and whisker plots are a way of presenting quartile data in statistics. The lines, or "whiskers", of the box and whisker plot extend to the highest and lowest values in the data set.

The box part of the graph encompasses the interquartile range, or the data within Q1 to Q3. The line in the middle of the box shows the middle quartile Q2 which is also the median number of the data. Box-and-whisker Plots are a very useful tool in statistical analyses, such as in R or Microsoft Excel. The basics of stats try to "prove" that our data are generally clustered or gravitate towards each other, or towards a central value.

In this tool, the "box" highlights the middle half of these points. Something has gone wrong. In the meantime, please return home and try your request again. Your proposal was successfully submitted. You will no longer have access to these tutoring offers. If you need help later, you will need to submit a new request for help.

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If you want feedback on a short piece of text, just copy and paste it here. As you type your subject in the search bar, you should see a drop-down with options—please select one. What are Box-and-whisker Plots? The whiskers indicate the minimum and maximum values Message. Western New England University - Pharmacy. I am in the 2nd year of the I worked with children from the age of 5 to I have three younger brothers and I find myself Close the box, and then draw a line through it at the second quartile median then, draw a line attaching the edges of the box to the endpoints Message.

I taught both subjects at various levels to different students. Oakland University - Elementary Education. I have done a few field placements in classrooms, and have worked I have assisted with over a hundred clients in Anonymous User Box-and-whisker Plots tutor. University of Virginia School of Medicine - Medicine. I have tutored anywhere from first and second grade into high school with AP and I would privately tutor students who had difficulties with Why study Box-and-whisker Plots?

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Box-and-whisker-plot or diagram is a way of representing minimum value of data, first quartile, median, second quartile and maximum value of data.

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Homework Help; Specialized Programs. ADD/ADHD Tutoring Programs; Representing Data: Ranges, Quartiles, and Box-and-Whisker Plots What Is a Box and Whisker Plot? A box and whisker plot uses a number line that extends a little beyond the range for the data. In this example, a number line could be chosen that would go from 40 to . assitance with writing psychology paper Box And Whisker Plots Homework Help are essay writing services legal sex offenders outline.