IM 6.8.4 Lesson: Dot Plots

Fifteen customers in a pizza shop were asked, “How many toppings did you add to your cheese pizza?”
Here are their responses:[br]1 2 1 3 0 1 1 2 0 3 0 0 1 2 2[br][br]Could you use a dot plot to represent the data? Explain your reasoning.
Complete the table.
Use the tables from the warm-up to display the number of toppings as a dot plot. Label your drawing clearly.
Use your dot plot to study the distribution for number of toppings. What do you notice about the number of toppings that this group of customers ordered? Write 2–3 sentences summarizing your observations.
Think of a statistical question that can be answered with the data about the number of toppings ordered, as displayed on the dot plot.
Answer the statistical question that you just wrote above.
Twenty-five sixth-grade students answered the question: “How many hours do you generally spend on homework each week?” This dot plot shows the number of hours per week that these 25 students reported spending on homework.
Use the dot plot to answer the following questions. For each, show or explain your reasoning.[img]data:image/png;base64,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[/img][br][br][br]What percentage of the students reported spending 1 hour on homework each week?
Show or explain your reasoning.
What percentage of the students reported spending 4 or fewer hours on homework each week?
Show or explain your reasoning.
Would 6 hours per week be a good description of the number of hours this group of students spends on homework per week? What about 1 hour per week? Explain your reasoning.
What value do you think would be a good description of the homework time of the students in this group? Explain your reasoning.
Someone said, “In general, these students spend roughly the same number of hours doing homework.” Do you agree? Explain your reasoning.

IM 6.8.4 Practice: Dot Plots

Clare recorded the amounts of time spent doing homework, in hours per week, by students in sixth, eighth, and tenth grades. She made a dot plot of the data for each grade and provided the following summary.
[list][*]Students in sixth grade tend to spend less time on homework than students in eighth and tenth grades.[/*][*]The homework times for the tenth-grade students are more alike than the homework times for the eighth-grade students.[br][/*][/list][img]data:image/png;base64,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[/img][br]Use Clare's summary to match the dot plot to the correct grade:
[img]data:image/png;base64,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[/img]
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[/img]
[size=150]Mai played 10 basketball games. She recorded the number of points she scored and made a dot plot. Mai said that she scored between 8 and 14 points in most of the 10 games, but one game was exceptional. During that game she scored more than double her typical score of 9 points. Use the number line to make a dot plot that fits the description Mai gave.[/size]
A movie theater is showing three different movies. The dot plots represent the ages of the people who were at the Saturday afternoon showing of each of these movies.
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[/img][br][br]One of these movies was an animated movie rated G for general audiences. Do you think it was movie A, B, or C? Explain your reasoning.
Which movie has a dot plot with ages that that center at about 30 years?
What is a typical age for the people who were at Movie A?
Find the value of each expression.
[math]3.727+1.384[/math]
[math]3.727-1.384[/math]
[math]5.01\cdot4.8[/math]
[math]5.01\div4.8[/math]

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