Interpreting Box Plots: Median Comparisons Exercise

Interpreting Box Plots: Median Comparisons

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Interpreting Box Plots: Median Comparisons

Examine box plots to identify and compare the medians of two data sets. Interpret visual data representations to understand differences in center.

Questions

  1. MultiChoice

    Box Plot 1 median line is at 50. Box Plot 2 median line is at 62. Which plot has a higher median?

  2. MultiChoice

    Look at two box plots: Plot A median = 15, Plot B median = 20. What is the difference in medians?

  3. MultiChoice

    In Box Plot X, the line in the box is at 75. In Box Plot Y, it is at 75. What does this indicate?

  4. MultiChoice

    Box Plot A median is 100, Box Plot B median is 80. How much greater is Plot A median?

  5. MultiChoice

    If the line inside a box plot is shifted to the left within the box, what does it show?

  6. MultiChoice

    Comparing two box plots of daily study hours: Class X median = 3 hrs, Class Y median = 1.5 hrs. Conclusion?

  7. MultiChoice

    On a number line box plot, Dataset 1 median line is at 14, Dataset 2 is at 21. Ratio of medians (2 to 1)?

  8. MultiChoice

    If Box Plot A median is 45 and Box Plot B median is 35, which statement is true?

  9. MultiChoice

    Two box plots share the same scale. Plot 1 median is at 30, Plot 2 median is at 40. Which is true?

  10. MultiChoice

    If median of Plot A is 12 and median of Plot B is 18, what percentage of Plot B data is above 18?

  11. MultiChoice

    Plot A median = 5, Plot B median = 9. Find the sum of their medians.

  12. MultiChoice

    Which statement correctly describes comparing medians of two box plots on the same scale?