6th Grade Common Core: 6.SP.5c
Common Core Identifier: 6.SP.5c / Grade: 6
Curriculum: Statistics And Probability: Summarize And Describe Distributions.
Detail: Giving quantitative measures of center (median and/or mean) and variability (interquartile range and/or mean absolute deviation), as well as describing any overall pattern and any striking deviations from the overall pattern with reference to the context in which the data were gathered.
56 Common Core State Standards (CCSS) aligned worksheets found:
Find the median, range, mode, and mean.
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Find the mode, median, range, and the mean of the numbers on the tiles.
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Calculate the average of the bowling scores. (Requires long division.)
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Find the median, mode, and range of the numbers shown on the tiles. This set does not include mean.
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Word problems for finding the average number. (Requires only basic division skills.)
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Find the Averages FREE
Find the average of the numbers shown. Beginner's worksheet for finding mean. (Requires only basic division skills.)
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Use this worksheet to practice finding mean, median, mode, range, interquartile range (IQR), and mean absolute deviation (MAD).
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On this worksheet, students will find range and interquartile range of realistic data sets. They will also determine how these measures would be affected in certain situations.
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Learn how to find mean absolute deviation with a data set using a step-by-step breakdown. Then practice calculating the MAD for 6 different sets.
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Test your students' ability to interpret a frequency table with this worksheet. The provided table shows how many siblings Kenji's friends have. Students will use this data to find the mode, range, median, and mean, and answer other questions.
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With these task cards, students will find the mean, median, mode, and range for sets of data. Each card instructs students to find all four measures for the given data set.
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Help your students practice finding medians with both lists of numbers and dot plots.
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With this worksheet, students will find the median of each set of numbers and solve a word problem that involves reading a table.
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Represent data using box plots based on real-world word problems. Then calculate the range and IQR.
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Students will have to determine which statement about each line plot or histogram is true in regard to the data distribution.
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Worksheet includes mean, median, mode, range, interquartile range (IQR), and mean absolute deviation (MAD). First, identify what the statistical measures summarize: center or variation. Then calculate each kind.
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Students using this worksheet will determine whether range, mean, median, mode, and interquartile range (IQR) are measures of center or variability. Then they will find one of these measures for each of the given data sets.
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Accurately read two stem and leaf plots and use the data to calculate mean, median, mode, and range.
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Answer ten questions using the data in the plot. Specify the unit of measurement used in data collection, the size of the data sets, data range, and more.
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Need a hands-on statistics activity? This packet walks students through an independent statistics project: writing a statistical question to generate numerical data, choosing appropriate displays, describing distribution, analyzing all statistical measures, and more! Alternate version excludes MAD and IQR.
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This challenging but fun game will have your students describing histograms in no time! Cut out the pieces, then match histograms with the descriptions that accurately describe their attributes, including skews, peaks, presence of outliers, and more.
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Use the data on the line plot to answer the range, median, mean, and mode questions.
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Practice making advanced-level box plots and 5-number summaries based on realistic data and word problems.
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Show off your statistics vocabulary to describe these line plots in terms of symmetry, gaps, outliers, peaks, and more. Page 2 includes roughly identifying the median center and calculating range.
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This 2-page worksheet presents four scenarios using plain data sets, stem-and-leaf plots, or dot plots. Find each measure -- mean, median, and mode -- then answer a question using the data, such as telling the impact of changing or adding a data values.
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This worksheet has 8 different data sets for which students can find both the range and IQR.
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Identify which histogram displays the same data presented in a stem and leaf plot. Find range, mode, median, and mean, explain what a single unit represents in context, and more on this practice sheet!
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Fill in the stem and leaf plot practice template using the raw data provided -- and don't forget to give it an accurate title and key! Then answer the paired questions.
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With these task cards, students will practice giving 5-number summaries of box plots, calculating range and interquartile range, finding the percent of data between two numbers, and more.
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With this worksheet, students will practice identifying and calculating the measures of center and variability: mean, median, mode, and range.
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Explore how changing data values can impact means and medians in data sets.
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For both questions on this worksheet, students must interpret line plots and calculate the MAD and mean in order to compare two related data sets. Questions use real-world context.
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Test your students' understanding of a frequency table with this worksheet where students must answer questions about the data in a completed table.
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Use the information in the back-to-back plot to answer the questions. Calculate measures of center and variability for both data sets and compare them to one another as well as to the combined data set.
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Calculate the mean in a group of numbers with each of these task cards. Use them for work stations, exit slips, learning centers, or any other way you can imagine.
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Use the given line plots and histograms to describe the data shown.
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Calculate the range for each set of numbers. Includes negative integers and exponents.
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Use these task cards in a variety of ways to practice calculating range and interquartile range (IQR).
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With each of these task cards, students will find either the mean, median, mode, or range of a group of numbers.
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With this worksheet, students will use sets of data to find the range, interquartile range (IQR), and mean absolute deviation (MAD). They will also determine which measures best describe certain data.
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Find the medians of the sets of numbers. Many sets have two numbers in the middle, and students are required to find the mean of them.
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Make box plots to represent given data and complete 5-number summaries.
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Practice advanced histogram skills like identifying symmetry and skews, gaps and clusters, and outlier bins. The second page of this 2-page worksheets includes histograms with situational context.
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Learn about the uses and limitations of IQR with this helpful worksheet. Then find Q1, Q2, and Q3 for four sets of values and calculate their interquartile ranges.
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Students will find both range and interquartile range (IQR) for each of the given data sets on this worksheet.
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Use the raw data to create a stem and leaf plot, including a title and key. Then answer 8 questions about the number of data points, dividing the data into fractions, and calculating measures of center and variability.
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The free stem and leaf plot worksheet asks kids to order a data set and fill in a plot, including adding a title and key. Then they'll specify the unit of measurement, range, modes, and frequency of data points above a given value.
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On this worksheet, students will practice finding the mean, median, mode, and range of different data sets.
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Turn statistics into a game with this printable file. One card uses descriptions like peak is at 2 and 10 is an outlier that pair with one of 22 dot plots. Try to pair them together correctly!
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Print off this worksheet and have students practice finding mode, median, range, mean, and interquartile range (IQR). The worksheet includes a word problem and a dot plot.
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Practice finding mean, median, range, and IQR with a realistic scenario. Test your understanding of the data by answering two word problems about the effects of changes to the data.
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This mean absolute deviation worksheet includes practice data sets of varying sizes, from 4 to 8 values each.
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This worksheet explains how to make relative frequency tables, providing an example and detailed description. Students will calculate the relative frequencies and use data to complete four tables.
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