Mean, median, mode & range practice
Generate ten datasets for mean, median, mode and range practice. Choose the requested statistics, observations per dataset, number range and signs, with separate answer pages.
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For each dataset, find only the statistics requested. Show your work. Sort the observations before finding the median and check all frequencies before writing the mode.
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Customize this worksheetPaper sizes and printing help · More mean, median, mode & range activities
Choose a fixed set of statistics, or ask for a random pair on each question. Select a dataset-length range, the magnitude of the observations and positive, negative or mixed signs. Each worksheet has ten datasets.
Generated practice uses integer observations and whole-number means. Even-sized datasets can have a median ending in .5. Repeated observations count separately when finding a mean, and all values tied for the highest repeated frequency belong in the mode answer.
Learning objective
Calculate selected statistics accurately from the observations shown, including repeated values and signed numbers.
Worked example
Mean = −5. Median = −4.5.
The sum is −20, so the mean is −20 ÷ 4 = −5. The two central observations are −6 and −3, whose average is −9 ÷ 2 = −4.5. A whole-number mean does not require a whole-number median.
Teaching notes
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Choose your options, update the preview, then download the exact same pages.
Random two chooses two different statistics from all four for each dataset. It overrides your checked statistics while keeping those selections for when you switch it off. Every practice sheet has ten datasets; the dataset-size setting controls the number of observations in each one.
A useful next step
Mean, median, mode & range
Print a reference that explains mean, median, mode and range with worked examples. Compare odd and even datasets, negative values, tied modes and data with no mode.
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Calculate minimum, lower quartile, median, upper quartile and maximum for four or six datasets with 9–13 observations.
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