![]() Given here is a sample of the weight of 9 boxes of almonds in grams: We shall now explain this using an example. To draw the box and whisker plot we use the elements of the box plots such as the minimum value, maximum value, median lower quartile, and upper quartile. The Interquartile Range (sometimes known as the IQR (interquartile range)): The interquartile range is the center box plot that represents the scores ranging from 25% to 75%, or 50 current scores.Ĭheck More: Multiplication and Division of Integers.The Upper Quartile: The upper quartile, also known as the third quartile, is comprised of scores that are less than 75 percent of the total.The Lower Quartile: The lower quartile is also known as the first quartile, as it contains less than 25% of the total scores.The majority of the scores are substantially higher or equal to the value, while half are lower. The median is the middle of a set of data that may be represented by a line that splits the box into two halves (it is at times also known as the second quartile).The Maximum Score: The greatest score after deleting outliers is the maximum score.The Minimum Score: The lowest value after deleting outliers is the minimum score.The data is collected from two alike devices or machines that produce the same kind of goods.The results from A test from people of the different classes but same course.Camshaft lobes, for example, have similar characteristics on one portion.Before and after data from a process modification. ![]() It is simple to determine where the majority of the data is located and compare various categories. They are designed to show greater information at a glance, such as symmetry, skew, variance, and outliers for a set of data. When you have many data sets from different sources that are connected in any manner then we use box and whisker graphs. Data from multiple categories may be compared using box and whisker plots, making decision-making easier and more effective.Ĭheck Important Difference between Area and Perimeter Since they can consolidate data from various sources and present the conclusions in a single graph, box and whisker plots are particularly effective and easy to understand. What is the Purpose of Using a Box and Whisker Plot? ![]()
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