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BOX PLOT.... what?! When and why is it useful?
Power BI
Dec 6, 2023 1:00 AM

BOX PLOT.... what?! When and why is it useful?

by HubSite 365 about How to Power BI

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Here is a quick intro to BOX PLOT Full video on how to build it in Power BI: Improving UX and Power BI design at our upcoming train

Understanding Box Plots: Their Usefulness and Applications

A box plot, also known as a box and whisker plot, is a standardized way of displaying the distribution of data based on a five-number summary: minimum, first quartile (Q1), median, third quartile (Q3), and maximum. This method of data representation is highly efficient and insightful, especially in statistical analysis. Here are some key reasons why box plots are useful:

  • Identifying Key Statistics: Box plots provide a visual summary of the central tendency, variability, and shape of the data distribution.
  • Comparing Data Sets: They allow for easy comparison between different data sets, making them ideal for examining the differences or similarities in distributions.
  • Spotting Outliers: These plots highlight outliers in data which are points that fall significantly higher or lower than the rest of the data.
  • Non-Parametric: Box plots don’t make any assumptions about the underlying statistical distribution. This makes them useful in analyzing data where parametric assumptions cannot be met.
  • Efficiency: They are a compact way to represent a lot of data points. This makes them especially useful in scenarios with large datasets.

When it comes to the usage of box plots, they are commonly used in exploratory data analysis, scientific research, and in various industries for statistical analysis. They are particularly popular in fields like finance for stock data analysis, in engineering for quality control, and in medicine for clinical trials and medical data analysis.

Overall, box plots are a fundamental tool in the world of statistics and data analysis, offering a simple yet powerful way to understand and communicate the key characteristics of a dataset.