IM 6.8.7 Practice: Using Histograms to Answer Statistical Questions

These two histograms show the number of text messages sent in one week by two groups of 100 students. The first histogram summarizes data from sixth-grade students. The second histogram summarizes data from seventh-grade students.
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[/img][br][img]data:image/png;base64,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[/img][br][br]Do the two data sets have approximately the same center? If so, explain where the center is located. If not, which one has the greater center?
Which data set has greater spread? Explain your reasoning.
Overall, which group of students—sixth- or seventh-grade—sent more text messages?
Forty sixth-grade students ran 1 mile. Here is a histogram that summarizes their times, in minutes. The center of the distribution is approximately 10 minutes. On the blank axes, draw a second histogram that has:
Jada has d dimes. She has more than 30 cents but less than a dollar.
Write two inequalities that represent how many dimes Jada has.
Can [math]d[/math] be 10?
How many possible solutions make both inequalities true? If possible, describe or list the solutions.  
Order these numbers from greatest to least:
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Information: IM 6.8.7 Practice: Using Histograms to Answer Statistical Questions