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Lesson 7: Box and whisker plots Worked example: Creating a box plot (odd number of data points) Worked example: Creating a box plot (even number of data points)
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A box and whisker plot is a handy tool to understand the age distribution of students at a party. It helps us identify the minimum, maximum, median, and quartiles of the data. However, it doesn't provide specific details like the exact number of students at certain ages.
Khan Academy
Box and whisker plots seek to explain data by showing a spread of all the data points in a sample. The "whiskers" are the two opposite ends of the data. This video is more fun than a handful of catnip.
Box-and-whiskers plots help visualize data ranges and medians. First, arrange your numbers from least to greatest. The smallest and largest numbers form the 'whiskers'.
The box and whiskers plot is summary of our data and often can be used to identify low and high outliers. For instance, to find a low outlier, we can use the equation: Q1 - 1.5 (Q3-Q1). To find a high outlier, we can use the equation: Q3 + 1.5 (Q3-Q1).
A box and whisker plot is a handy tool to understand the age distribution of students at a party. It helps us identify the minimum, maximum, median, and quartiles of the data. However, it doesn't provide specific details like the exact number of students at certain ages.
ನೀವು ಈ ಸಂದೇಶವನ್ನು ನೋಡುತ್ತಿದ್ದರೆ, ನಮ್ಮ ವೆಬ್ ಸೈಟ್ ನಲ್ಲಿ ಬಾಹ್ಯ ...