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                                                        15. (A)
Chapter 2: Graphical Summaries of Data
5.  frequency
6.  relative frequency
7.  pareto chart
8.  pie chart
9.  False. In a frequency distribution, the sum
     of all frequencies equals the total number of
     observations.
10. True
11. True
12. False. In bar graphs and Pareto charts, the
    heights of the bars represent the
    frequencies or relative frequencies.
(B)
(B)
                         (C)
   (C)
(D)
    (D) True
20. (A)
   (B)
                                          (E)
   (E)
              68,513
   (F) False 172, 203 39.8% < 50%         (F) True (65% > 50%)
                                    23. (A)
22. (A)
(B)
(B)
(C)
(C)
(D)
(D)
                                          (E)
                                 (E)
    (C)
                                 (B)
    (D)
                                 (C)
    (D)
(C)
(B)
(D)
(C)
(E)
(B)
                     (F) 0.132
                 29. (A)
(B)
(C)
(C)
    (B)
                                                    (D)
(C)
                                                     (E) 0.239
                                                 32. (A)
(B)
(B)
                                                    (C)
                    (E) False. (64.74 million < 65.62 million)
    (D)         34. This is not a valid relative frequency
                    distribution because the proportions do
                    not sum to 1.
35. (A)
    (E) 0.304
33. (A)
(B)
(B)
(C)
(C)
    (D)
      (D)
                                                      Working with the Concepts
                                                      19. (A) 11
                                                          (B) 1
                                                          (C) 70-71
                                                          (D) 9%
                                                          (E) approximately symmetric
                                                      20. (A) 3
                                                          (B) 19
      (E) The total frequency is equal to the sum         (C) 3
          of the frequencies for the two cities.          (D) skewed to the right
      (F) The total relative frequency is the total   21. (A) The sum of the proportions in the last 5
          frequency divided by the sum of all                 rectangles gives the percentage of men
          total frequencies. The relative                     with levels above 240. The sum is:
          frequency for each city is the frequency            0.13 + 0.1 + 0.05 + 0.01 + 0.02 =
          for that city divided by the sum of the             0.31, which is closest to 30%.
          frequencies for that city. Since the sum        (B) 240-260, because 13% > 8%.
          of the frequencies for each city is not     22. (A) The sum of the proportions in the last 8
          the same as the sum of the total                    rectangles gives the percentage of
          frequencies, the total relative frequency           women with pressures above 120. The
          is not the sum of the relative                      sum is: 0.14 + 0.12 + 0.11 + 0.04 + 0.04
          frequencies for the two cities.                     + 0.02 + 0.01 + 0.01 = 0.49, which is
                                                              closest to 50%.
Section 2.2 Exercises                                     (B) 130-135, because 11% > 6%.
                                                      23. (A) Right skewed, because there are many
Exercises 1-4 are the Check Your                              more words of small length than of
Understanding exercises located within the                    larger length.
section. Their answers are found on page 67.              (B) Left skewed, because there are many
                                                              more coins in circulation from
                                                              recent years than older years.
Understanding the Concepts                                (C) Left skewed, because there are many
5. symmetric
                                                              more high grades than low ones.
6. left, right
                                                      24. (A) Right skewed, because there are
7. bimodal
                                                              many more people with low incomes
8. cumulative frequency
                                                              than high.
9. False. In a frequency distribution, the class          (B) Left skewed, because there are many
    width is the difference between                           more students finishing the exam close
    consecutive lower class limits.                           to (if not all of) the allotted 60 minutes.
10. False. The number of classes used has a               (C) Right skewed, because there are many
    large effect on the shape of the histogram.               more people with younger ages than old.
11. True                                              25. (A) 9
12. True                                                  (B) 0.020
                                                          (C) Lower limits: 0.180, 0.200, 0.220,
Practicing the Skills                                         0.240, 0.260, 0.280, 0.300, 0.320, 0.340.
                                                              Upper limits: 0.199, 0.219, 0.239,
13.   Skewed to the left                                      0.259, 0.279, 0.299, 0.319, 0.339, 0.359.
14.   Skewed to the right
15.   Approximately symmetric
16.   Approximately symmetric
17.   Bimodal
18.   Unimodal
                                                         (C)
(D)
      (E)
                                                         (D)
            (F)
                                                         (E)
(E)
(F)
    (D)
      (C)
      (E) Unimodal
(F)
                         (B)
      (C)
      (D)
                                   (G) Both are reasonably good choices for
                                       class widths. The number of classes are
                                       both at least 5, but less than 20. Also,
                                       neither class widths are too narrow or
                                       too wide.
                               31. (A) Answers will vary. Here is one
                                       possibility:
      (E) skewed to the left
(F)
(B)
(G)
(B)
                                     (C)
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    156. He vanquished the great black, Molineaux, and a wonderful old man,
Richmond, who was a fighter at the age of nearly 60.
    158. This may serve to settle a disputed point as to the colour of “the Belcher,”
which has been wrongly said, in a reply to a correspondent in a leading sporting
journal, to have been “a blue bird’s-eye.” Principal and seconds were here Bristol
men.
     160. Another of the too-late battles. Martin closed his real ring career, in 1824,
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     167. Since the above lines were penned, Alfred Henry Holt, after several years’
service on the Morning Advertiser, Bell’s Life in London, and latterly on the
Sportsman, has fallen in the struggle of an exciting and laborious profession, at the
early age of thirty-nine years. He died of heart disease somewhat suddenly on the
20th of November, 1865, and lies buried in Nunhead Cemetery, leaving a widow
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now holds the trustworthy position of Secretary and Scorer to the International
Gun Clubs of Brighton, London, and Mentone, or Nice.
     168. Tom Reynolds, born at Middleton, county Armagh, Ireland, 1792, was
brought up in Covent Garden Market, where, in after years, he was a potato
merchant. “Boxiana,” vol. ii., pp. 429-441; vol. iii., pp. 458-462, gives the usual
number of victories to the youthful “Tight Irish Boy,” over “big” unknown men, and
a turn-up in the Fleet Prison with George Head, (in which Reynolds was defeated
in nine minutes, says “Fistiana,” while Pierce Egan says he was victorious). Tom’s
greatest exploit, however, was his conquest of Aby Belasco in one hour and twenty
minutes, at Moulsey, July 23, 1817. It was a game battle on both sides. His next
battle was with Church, in September of the same year, at the same place, which he
also won in half an hour. His subsequent affairs were a draw with Johnson (the
broom-dasher), at Canterbury, November 11, 1817; beat J. Dunn, fifty-four
minutes, twelve rounds, Kildare, July 4, 1820; beat Simmonds, seven rounds,
Macclesfield, August 21, 1820; fought a draw with Dick Davis, £200 a-side,
Manchester, July 18, 1825. Reynolds died in Dublin, May 15, 1832, in his forty-first
year.
    171. Afterwards the renowned cavalry officer under the Iron Duke in the
Peninsula, and slain at Waterloo.—Ed.
        TRANSCRIBER’S NOTES
 1. P. vi, changed “un grande punizone del naso” to
       “un grande punzone del naso”.
 2. P. viii, changed “ourselves the Homeric
       description” to “ourselves to the Homeric
       description.”
 3. P. xiii, changed “Bronzi dei Museo Kircheriano”
       to “Bronzi del Museo Kircheriano”.
 4. P. 66, changed “convinced the spectators of
       quality” to “convinced the spectators of his
       quality”.
 5. P. 90, changed “ars puginandi” to “ars
       pugnandi”.
 6. P. 101, inserted missing anchor for the first
       footnote on that page.
 7. P. 155, changed “A chip of the old block.” to “A
       chip off the old block”.
 8. P. 170, changed “désagrémen” to “désagrément”.
 9. P. 186, changed “posse commitatus” to “posse
       comitatus”.
10. P. 501, added missing “A.” subheading.
11. Silently corrected typographical errors and
       variations in spelling.
12. Retained anachronistic, non-standard, and
       uncertain spellings as printed.
13. Footnotes have been re-indexed using numbers
       and collected together at the end of the last
       chapter.
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