MATH Integrated Math I  - Unit 11: Process Data
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Stem-and-Leaf Plot

1) For the stem-and-leaf plot shown below, list the numbers in the data set.

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2) Which stem-and-leaf plot represents the data set given below? State the letter of the correct answer.

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The November 2004 issue of the magazine “Ohio Game and Fish” included an article that predicted the outlook of Ohio’s top 20 trophy deer counties for the 2004 whitetail deer-hunting season. The counties were ranked by several factors including the 2002 trophy deer qualifiers and the number of deer that qualified for the “Buckeye Big Buck Club” as shown in the table below. Use the table to create a basic stem-and-leaf plot of the total BBBC qualifiers, and then answer the next five questions.

3) List the three digits that are the stems of the stem-and-leaf plot created for the given data?

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4) Count the number of leaves in the stem-and-leaf plot created for the given data. How many leaves are in the stem-and-leaf plot?

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5) What is the mode of the data (BBBC qualifiers)?

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6) What county or counties have the same number of qualifiers as the mode of the data?

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7) What counties are included in the “20 – 29” interval in the stem-and-leaf plot created for the data?

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Back-to-Back Stem-and-Leaf Plots

Miss Bee taught mathematics and English to the same class. She recorded the results of the most recent test scores of each subject area in the back-to-back stem-and-leaf plot shown below. Refer to the data to answer the next four questions. Click to see the stem-and-leaf plot in a pop-up window.

8) What was the highest grade earned (a) in the math test? (b) in the English test?

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9) What was the lowest grade earned (a) in the math test? (b) in the English test?

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10) True or False.  The mode of both tests is 87.

11) Calculate the mean, median, and mode (central measures of tendency) for each test, and use the information gather to answer the following question:  In which subject did the class do better on the test? Give a reason to support the data referring to at least one of the three measures of central tendency.

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Measures of Central Tendency

12) Define mean, median, and mode.

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Different circumstances determine which of the measures of central tendency are most useful.

13) Which measure of central tendency is most useful for this set of data?

14) Which measure of central tendency is most useful for this set of data?

15) Which measure of central tendency is most useful for this set of data?

16) Refer to the line plot shown below and find the mean, median, and mode for the given set of data. Give the answers rounded to the nearest tenth.

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17) Mandy conducted a marketing survey to determine what types of soda pop people prefer. The results of the survey are shown in the table below. Find the MEDIAN of the data.

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Measures of Variation

18) Define range.

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19) Define lower quartile (1st Quartile).

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20) Define upper quartile (3rd Quartile).

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21) Define outlier.

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The stem-and-leaf plot shown below lists the scores of all the games of a basketball team in the first half of the season. Refer to the stem-and-leaf plot below to answer the next seven squestions. Click to view the stem-and-leaf plot in a pop-up window.

22) What is the range of the scores?

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23) What is the median score?

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24) Are any of the game scores the same as the median score?

25) What is the upper quartile (3rd Quartile) score?

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26) What is the lower quartile (1st Quartile) score?

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27) What is the interquartile range?

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28) True or False.  The score of 89 is an outlier.

Refer to the data in the table below to answer the next five questions. Click to view the chart in a pop-up window.

29) Which year has the greater range in population census?

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30) What is the median of the population census for 2000?

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31) What is the upper quartile (3rd Quartile) of the population census for 2000?

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32) What is the lower quartile (1st Quartile) of the population census for 2000?

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33) What is the outlier (or outliers) for the 2000 Census, if any? 

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