Reading Box-Plots Problems

5 questions

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#1 of 5: Medium

Reading box-plots

The box plot below shows the life span (years) of a random sample of tropical birds. <boxplot data-props='{"plots":[{"min":{"value":32},"max":{"value":78},"q1":{"value":48,"highlight":false,"showPlot":false},"q2":{"value":54},"q3":{"value":62,"highlight":false,"showPlot":false}}],"minScaleValue":30,"maxScaleValue":80,"interval":10,"hashMarksBetweenInterval":4,"title":"Life Span of Tropical Birds ","xlabel":"Life Span (years) "}'/></boxplot>What are the minimum, maximum, `Q_1`, `Q_3`, and median values?

#2 of 5: Medium

Reading box-plots

This box plot displays survey data from a `6`th-grade class about the amount of time spent watching TV the previous day. <boxplot data-props='{"plots":[{"max":{"value":94},"min":{"value":76},"q1":{"value":79,"highlight":false,"showPlot":false},"q2":{"value":88},"q3":{"value":92,"highlight":false,"showPlot":false}}],"minScaleValue":75,"maxScaleValue":95,"interval":5,"hashMarksBetweenInterval":4,"title":"Time Spent by Students Spent Watching TV","xlabel":"Time Spent Watching Tv"}'/></boxplot>What are the minimum, maximum, `Q_1`, `Q_3`, and median values?

#3 of 5: Mild

Reading box-plots

The box plot shows the times (in seconds) of a member of an athletic squad while he was practicing for `100` meters sprint. <boxplot data-props='{"plots":[{"max":{"value":24},"min":{"value":13},"q1":{"value":16,"highlight":false,"showPlot":false},"q2":{"value":20.5},"q3":{"value":23,"highlight":false,"showPlot":false}}],"minScaleValue":13,"maxScaleValue":24,"interval":1,"hashMarksBetweenInterval":0,"title":"Time of an Athletes Spent Practicing ","xlabel":"Times (Seconds) "}'/></boxplot>What are the minimum, maximum, `Q_1`, `Q_3`, and median values?

#4 of 5: Medium

Reading box-plots

This box plot shows the number of hits a baseball team had in each game last season.<boxplot data-props='{"plots":[{"max":{"value":13},"min":{"value":4},"q1":{"value":8,"highlight":false,"showPlot":false},"q2":{"value":10},"q3":{"value":11,"highlight":false,"showPlot":false}}],"maxScaleValue":15,"minScaleValue":0,"interval":3,"hashMarksBetweenInterval":2,"title":"Number of Hits a Baseball Team Had in Each Game","xlabel":"Number of Hits"}'/></boxplot>What are the minimum, maximum, `Q_1`, `Q_3`, and median values?

#5 of 5: Medium

Reading box-plots

The box plot below shows the number of problems Kevin has been solving in math class everyday over the past two weeks. <boxplot data-props='{"plots":[{"max":{"value":18},"min":{"value":6},"q1":{"value":9,"highlight":false,"showPlot":false},"q2":{"value":11},"q3":{"value":14,"highlight":false,"showPlot":false}}],"maxScaleValue":20,"minScaleValue":0,"interval":2,"hashMarksBetweenInterval":1,"title":"Problems Solved Everday by Kevin Over The Past 2 Weeks","xlabel":"Number of Problems"}'/></boxplot>What are the minimum, maximum, `Q_1`, `Q_3`, and median values?

A box plot is a visual representation of data that shows the distribution of a set of numbers. It is a helpful tool for understanding the spread and variability of data. In a box plot, the "box" represents the middle 50% of the data, while the "whiskers" extend to the minimum and maximum values. The median, or middle value, is shown as a line inside the box. By reading a box plot, students in grade 6 can learn to analyze and interpret data, and make comparisons between different sets of data

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Grade 6

Statistics

6.SP.B.4