IM 6.8.5 Practice: Using Dot Plots to Answer Statistical Questions

Three sets of data about ten sixth-grade students were used to make three dot plots. The person who made these dot plots forgot to label them. Match each dot plot with the appropriate label.
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[/img]
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[/img]
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[/img]
The dot plots show the time it takes to get to school for ten sixth-grade students from the United States, Canada, Australia, New Zealand, and South Africa.
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[/img][br][br]List the countries in order of [i]typical travel times[/i], from shortest to longest.
List the countries in order of [i]variability in travel times[/i], from the least variability to the greatest.
Twenty-five students were asked to rate—on a scale of 0 to 10—how important it is to reduce pollution. A rating of 0 means “not at all important” and a rating of 10 means “very important.” Here is a dot plot of their responses.
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[/img][br][br]Explain why a rating of 6 is [i]not[/i] a good description of the center of this data set.
Tyler wants to buy some cherries at the farmer’s market. He has $10 and cherries cost $4 per pound.
If [math]c[/math] is the number of pounds of cherries that Tyler can buy, write one or more inequalities or equations describing [math]c[/math].
Can 2 be a value of [math]c[/math]? Can 3 be a value of [math]c[/math]? What about -1? Explain your reasoning.
If [math]m[/math] is the amount of money, in dollars, Tyler can spend, write one or more inequalities or equations describing [math]m[/math].
Can 8 be a value of [math]m[/math]? Can 2 be a value of [math]m[/math]? What about 10.5? Explain your reasoning.
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Information: IM 6.8.5 Practice: Using Dot Plots to Answer Statistical Questions