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Compare Mean, Median, Range Using Dot Plots Quiz

7 questions
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#1 of 7: Mild

Compare mean, median, range using dot plots

<p>The dot plot below shows the number of soccer goals two teams scored in their games last season. <p>Which team had the greater range in the number of goals scored last season?</p><MultipleDotPlot data-props='{"minScaleValue":0,"maxScaleValue":8,"interval":1,"hashMarksBetweenInterval":0,"dotPlots":[{"xlabel":"Hornets","plotItems":[{"value":0,"freq":0,"highlightFreq":false,"highlightValue":false},{"value":1,"freq":3,"highlightFreq":false,"highlightValue":false},{"value":2,"freq":1,"highlightFreq":false},{"value":3,"freq":2,"highlightFreq":false},{"value":4,"freq":2,"highlightFreq":false},{"value":5,"freq":0,"highlightFreq":false},{"value":6,"freq":0,"highlightFreq":false},{"value":7,"freq":0,"highlightFreq":false},{"value":8,"freq":0,"highlightFreq":false}]},{"xlabel":"Mustangs","plotItems":[{"value":0,"freq":0,"highlightFreq":false,"highlightValue":false},{"value":1,"freq":3,"highlightFreq":false,"highlightValue":false},{"value":2,"freq":0,"highlightFreq":false},{"value":3,"freq":1,"highlightFreq":false},{"value":4,"freq":2,"highlightFreq":false},{"value":5,"freq":1,"highlightFreq":false},{"value":6,"freq":1,"highlightFreq":false},{"value":7,"freq":0,"highlightFreq":false},{"value":8,"freq":0,"highlightFreq":false}]}] ,"title": "Soccer Goals Per Game Last Season"}'></MultipleDotPlot >

#2 of 7: Mild

Compare mean, median, range using dot plots

<p>The dot plots below show the number of points Alex and Max earned playing video games over the weekend. <p>Who had the greater range of points over the weekend?</p><MultipleDotPlot data-props='{"minScaleValue":30,"maxScaleValue":38,"interval":1,"hashMarksBetweenInterval":0,"dotPlots":[{"xlabel":"Alex","plotItems":[{"value":30,"freq":0,"highlightFreq":false,"highlightValue":false},{"value":31,"freq":1,"highlightFreq":false,"highlightValue":false},{"value":32,"freq":2,"highlightFreq":false},{"value":33,"freq":0,"highlightFreq":false},{"value":34,"freq":3,"highlightFreq":false},{"value":35,"freq":0,"highlightFreq":false},{"value":36,"freq":2,"highlightFreq":false},{"value":27,"freq":0,"highlightFreq":false},{"value":28,"freq":0,"highlightFreq":false}]},{"xlabel":"Max","plotItems":[{"value":30,"freq":1,"highlightFreq":false,"highlightValue":false},{"value":31,"freq":1,"highlightFreq":false,"highlightValue":false},{"value":32,"freq":1,"highlightFreq":false},{"value":33,"freq":1,"highlightFreq":false},{"value":34,"freq":1,"highlightFreq":false},{"value":35,"freq":1,"highlightFreq":false},{"value":36,"freq":2,"highlightFreq":false},{"value":27,"freq":0,"highlightFreq":false},{"value":38,"freq":0,"highlightFreq":false}]}],"title": "Number of Points Earned Playing Video Games"}'></MultipleDotPlot >

#3 of 7: Medium

Compare mean, median, range using dot plots

<p>The dot plots below show the weight, in pounds, of dogs in two different veterinary clinics. <p>When comparing the two data sets, which group of animals had the greater median for weight?</p><MultipleDotPlot data-props='{"minScaleValue":30,"maxScaleValue":39,"interval":3,"hashMarksBetweenInterval":2,"dotPlots":[{"xlabel":"Clinic A","plotItems":[{"value":35,"freq":3,"highlightFreq":false,"highlightValue":false},{"value":36,"freq":2,"highlightFreq":false,"highlightValue":false},{"value":38,"freq":1,"highlightFreq":false},{"value":39,"freq":1,"highlightFreq":false}]},{"xlabel":"Clinic B","plotItems":[{"value":34,"freq":2,"highlightFreq":false,"highlightValue":false},{"value":35,"freq":3,"highlightFreq":false,"highlightValue":false},{"value":38,"freq":1,"highlightFreq":false},{"value":39,"freq":1,"highlightFreq":false}]}],"title": "Weight of Dogs in Veterinary Clinics"}'></MultipleDotPlot >

#4 of 7: Medium

Compare mean, median, range using dot plots

<p>The dot plots below show the number of yards after the catch, run by wide receivers in two different football games. <p>When comparing the data sets, which team had the greater median for yards run?</p> <MultipleDotPlot data-props='{"minScaleValue":10,"maxScaleValue":50,"interval":5,"hashMarksBetweenInterval":4,"dotPlots":[{"xlabel":"Game A","plotItems":[{"value":12,"freq":1,"highlightFreq":false,"highlightValue":false},{"value":15,"freq":1,"highlightFreq":false,"highlightValue":false},{"value":25,"freq":1,"highlightFreq":false},{"value":30,"freq":1,"highlightFreq":false},{"value":45,"freq":2,"highlightFreq":false},{"value":48,"freq":1,"highlightFreq":false},{"value":50,"freq":1,"highlightFreq":false}]},{"xlabel":"Game B","plotItems":[{"value":17,"freq":1,"highlightFreq":false,"highlightValue":false},{"value":19,"freq":1,"highlightFreq":false,"highlightValue":false},{"value":25,"freq":1,"highlightFreq":false},{"value":27,"freq":1,"highlightFreq":false},{"value":36,"freq":2,"highlightFreq":false},{"value":40,"freq":1,"highlightFreq":false},{"value":42,"freq":1,"highlightFreq":false}]}],"title": "Number of Yards"}'></MultipleDotPlot >

#5 of 7: Spicy

Compare mean, median, range using dot plots

<p>The dot plots below show the increase in height for Eric and Reggie over the past `6` years. <p>When comparing the data, which boy had the greater median increase in their height?</p><MultipleDotPlot data-props='{"minScaleValue":0,"maxScaleValue":5,"interval":0.5,"hashMarksBetweenInterval":0,"dotPlots":[{"xlabel":"Eric","plotItems":[{"value":1,"freq":2,"highlightFreq":false,"highlightValue":false},{"value":1.5,"freq":3,"highlightFreq":false,"highlightValue":false},{"value":2,"freq":1,"highlightFreq":false}]},{"xlabel":"Reggie","plotItems":[{"value":1,"freq":2,"highlightFreq":false,"highlightValue":false},{"value":2,"freq":3,"highlightFreq":false,"highlightValue":false},{"value":3,"freq":1,"highlightFreq":false}]}],"title": "Height for Eric and Reggie"}'></MultipleDotPlot >

#6 of 7: Spicy

Compare mean, median, range using dot plots

<p>In a middle school gym class, a group of `7`th grade boys and girls was measured to see how many inches they had grown over the last year. The dot plots below compare the height increases of boys and girls over the last year. <p>When comparing the two data sets, which group of middle schoolers had the greater mean number of inches in height increase?</p><MultipleDotPlot data-props='{"minScaleValue":0,"maxScaleValue":7,"interval":0.5,"hashMarksBetweenInterval":0,"dotPlots":[{"xlabel":"Boys","plotItems":[{"value":1,"freq":2,"highlightFreq":false,"highlightValue":false},{"value":1.5,"freq":1,"highlightFreq":false,"highlightValue":false},{"value":2.5,"freq":1,"highlightFreq":false},{"value":4,"freq":1,"highlightFreq":false},{"value":4.5,"freq":1,"highlightFreq":false},{"value":6.5,"freq":1,"highlightFreq":false}]},{"xlabel":"Girls","plotItems":[{"value":1,"freq":3,"highlightFreq":false,"highlightValue":false},{"value":2,"freq":1,"highlightFreq":false,"highlightValue":false},{"value":2.5,"freq":1,"highlightFreq":false},{"value":3,"freq":1,"highlightFreq":false},{"value":3.5,"freq":1,"highlightFreq":false}]}],"title": "Height of Boys and Girls"}'></MultipleDotPlot >

#7 of 7: Spicy

Compare mean, median, range using dot plots

<p>The dot plots below show the amount of copper, in grams, that jewelers use to make jewelry samples. <p>When comparing the two sets of data, which jeweler had the greater median of grams of copper used to make a jewelry sample?</p><MultipleDotPlot data-props='{"minScaleValue":20,"maxScaleValue":30,"interval":1,"hashMarksBetweenInterval":1,"dotPlots":[{"xlabel":"Jeweler A","plotItems":[{"value":21,"freq":2,"highlightFreq":false,"highlightValue":false},{"value":22,"freq":3,"highlightFreq":false,"highlightValue":false},{"value":22.5,"freq":2,"highlightFreq":false},{"value":23,"freq":1,"highlightFreq":false}]},{"xlabel":"Jeweler B","plotItems":[{"value":20,"freq":1,"highlightFreq":false,"highlightValue":false},{"value":22.5,"freq":1,"highlightFreq":false,"highlightValue":false},{"value":23,"freq":1,"highlightFreq":false},{"value":25,"freq":1,"highlightFreq":false},{"value":26,"freq":1,"highlightFreq":false},{"value":27.5,"freq":2,"highlightFreq":false},{"value":28,"freq":1,"highlightFreq":false}]}],"title": "Amount of Copper (grams)"}'></MultipleDotPlot >

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Mean, median and Range are the measures of central tendency. Mean is the average of the given numbers. Similarly, median is the middlemost value of data or observation. Likewise, mode is the value that occurs the highest time in an observation. Range is the difference between the smallest and largest number of observations. 


 

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Grade 7
Statistics
6.SP.A.5.C

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What teachers are saying about BytelearnWhat teachers are saying

stephan.png
Stephen Abate
19-year math teacher
Carmel, CA
Any math teacher that I know would love to have access to ByteLearn.
jennifer.png
Jennifer Maschino
4-year math teacher
Summerville, SC
“I love that ByteLearn helps reduce a teacher’s workload and engages students through an interactive digital interface.”
rodolpho.png
Rodolpho Loureiro
Dean, math program manager, principal
Miami, FL
“ByteLearn provides instant, customized feedback for students—a game-changer to the educational landscape.”