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7th grade Compare two groups using the mean or median worksheet

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Compare two groups using the mean or median

Grade 7 Math Worksheet

NameDate

Circle the best answer, or write your answer on the line.

  1. Esme measured standing long jumps for the track club and the dance club, in inches. The dancers landed with style. How much greater is the median for the track club than for the dance club?

  2. Jun ran a one-minute typing test for two clubs. The keyboards clicked like popcorn. How much greater is the median for the keyboard club than for the art club?

  3. For science, Milo timed ice cubes melting in foam cups and metal cups. Nobody ate the evidence. How much greater is the mean for the foam cups than for the metal cups?

  4. Two classes took the same 25-word spelling quiz, and Noah plotted the scores. The word "rhythm" caused some sighs. How much greater is the mean for the first class than for the second class?

  5. Pia counted birds at a seed feeder and a fruit feeder each morning for a week. One bird looked proud. How much greater is the mean for the seed feeder than for the fruit feeder?

  6. On a class trip, Ren counted the shells each student collected at two beaches. A crab kept watch. How much greater is the range for the north beach than for the south beach?

  7. Tala asked two violin groups how many minutes they practiced on Saturday. The beginners' violins squeaked bravely. How much greater is the range for the beginner group than for the advanced group?

  8. Ari grew seedlings by a sunny window and in a dim hallway, then measured them in centimeters. One hallway seedling reached for the ceiling lights. Which sentence do the dot plots support?

    • The two groups are about the same, because both plots have seven dots.
    • The hallway seedlings tend to grow taller, because the right-most dot belongs to the hallway seedlings.
    • Every window seedling grew taller than every hallway seedling.
    • The window seedlings tend to grow taller, because the median for the window seedlings is greater.
  9. Esme's class flew diamond kites and box kites and timed how many minutes each stayed up. One box kite found a perfect gust. Which sentence do the dot plots support?

    • Every diamond kite stayed up longer than every box kite.
    • The box kites tend to stay up longer, because the right-most dot belongs to the box kites.
    • The two groups are about the same, because both plots have seven dots.
    • The diamond kites tend to stay up longer, because the median for the diamond kites is greater.
  10. Jun asked the Owl and Fox reading clubs how many books each member read over the summer. One Fox reader read in every spare minute. Which sentence do the dot plots support?

    • Every Owl reader read more books than every Fox reader.
    • The Fox readers tend to read more books, because the right-most dot belongs to the Fox readers.
    • The Owl readers tend to read more books, because the median for the Owl readers is greater.
    • The two groups are about the same, because both plots have seven dots.
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7th grade Compare two groups using the mean or median worksheet – printable
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About this worksheet

Compare two groups using the mean or median. Every version has 10 questions, and the answer key prints on the second page.

What your child will learn

  • I can find the median or the mean of two dot plots and say how much greater one is than the other.
  • I can compare how spread out two groups are by their ranges.
  • I can say which group tends to have bigger values, and why "every one is bigger" does not follow when the plots overlap.

Standard: 7.SP.B.4

Words to know

median: The middle dot of a plot; with two middle dots, halfway between them.

mean: The balance point: add every dot, then divide by the number of dots.

range: How far a plot stretches: right-most dot − left-most dot.

center: A typical value of a group: its median or its mean.

overlap: Part of one plot sits over the same numbers as part of the other.

tend to: Usually, for the group as a whole, not for every single one.

random sample: Some members picked by chance, so they stand for the whole group.

Common mistakes

Your child compared the biggest value in each group instead of a typical value.

Your child found the center or spread of one group but did not compare it with the other group.

Your child compared the totals of the two groups instead of their means. Try: share each total equally among the group's members, then compare one share with the other.

What to say

Ask: where is the middle, or the balance point, of each group, and how far apart are those?

Ask: how much more is one group's number than the other's?

Questions parents ask

What is the most common mistake with compare two groups using the mean or median?

Your child compared the biggest value in each group instead of a typical value.

How can I help my child with compare two groups using the mean or median?

Ask: where is the middle, or the balance point, of each group, and how far apart are those?

Are these 7th grade math worksheets free to print?

Yes. All 6 printable versions at each level are free to print, with the answer key, and no account is needed.

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