Question
Complete the following exercises from Review Questions located at the end of each chapter and put them into a Word document to submit to the
Complete the following exercises from "Review Questions" located at the end of each chapter and put them into a Word document to submit to the instructor.
1.Chapter 19, numbers 19.9 and 19.16
2.Chapter 20, numbers 20.5, 20.6, and 20.7
Show all relevant work; use the
equation editor in Microsoft Word when
necessary.1.Chapter 19, numbers 19.9 and 19.16
19.9 Randomly selected records of
140 convicted criminals reveal that their crimes were committed on the
following days of the week:
DAYS WHEN CRIMES WERE COMMITTED
FREQUENCY
MON.
TUE. WED. THU. FRI. SAT. SUN. Total
Observed(fo) 1723221823.2415
40.
140
(a) Using the .01 level of
significance, test the null hypothesis that in the underlying population,
crimes are equally likely to be committed on any day of the week.
(b) Specify the approximate p-value
for this test result.
(c) How might this result be
reported in the literature?
19.16 Test the null hypothesis at
the .01 level of significance that the distribution of blood types for college
students complies with the proportions described in the blood bank bulletin,
namely, .44 for O, .41 for A, .10 for B, and .05 for AB. Now, however, assume
that the results are available for a random sample of only 60 students. T
he results are as follows: 27 for
O, 26 for A, 4 for B, and 3 for AB. NOTE: The expected frequency for AB,
(.05)(60) = 3, is less than 5, the smallest permissible expected frequency.
Create a sufficiently large, expected frequency by combining B and AB blood
types.
2.Chapter
20, numbers 20.5, 20.6, and 20.7
20.5 A group of high-risk
automobile drivers (with three moving violations in one year) are required,
according to random assignment, either to attend a traffic school or to perform
supervised volunteer work. During the subsequent five-year period, these same
drivers were cited for the following number of moving violations:
NUMBER OF MOVING VIOLATIONS
TRAFFIC
SCHOOL.VOLUNTEER
WORK
026
07
154
91
7 1
014
16
23
10
7
8
(a) Why might the Mann-Whitney U
test be preferred to the t test for these data? (
b) Use U to test the null
hypothesis at the .05 level of significance
(c) Specify the approximate p-value
for this test result.
20.6 A social psychologist wishes
to test the assertion that our attitude toward other people tends to reflect
our perception of their attitude toward us. A randomly selected member of each
of 12 couples who live together is told (in private) that his or her partner
has rated that person at the high end of a 0 to 100 scale of trustworthiness.
The other member is told (also in private) that his or her partner has rated
that person at the low end of the trustworthiness scale. Each person is then
asked to estimate, in turn, the trustworthiness of his or her partner, yielding
the following results. (According to the original assertion, the people in the
trustworthy condition should give higher ratings than should their partners in
the untrustworthy condition.)
TRUSTWORTHINESS RATINGS
COUPLE.TRUSTWORTHY
(1)UNTRUSTWORTHY
A75
60
B.35 30
C50 55
D93 20
E74 12
F
47 34
G95 22
H63 63
I
44 43
J8879
K5633
L8672
(a) Use T to test the null
hypothesis at the .01 level.
(b) Specify the approximate p-value
for this test result.
20.7 Does background music
influence the scores of college students on a reading comprehension test? Sets
of 10 randomly selected students take a reading comprehension test with rock,
country-western, or classical music in the background.
The results are as follows (higher
scores reflect better comprehension)
READING COMPREHENSION SCORES.
20.7 Does background music influence the scores of college students on a reading comprehension test? Sets of 10 randomly selected students take a reading comprehension test with Rock country-western, or classical music in the background.
The results are as follows (higher scores reflect better comprehension)READING COMPREHENSION SCORES
ROCK (1).COUNTRY-WESTERN (2)CLASSICAL (3)
909952
119475
829591
672394
987297
938131
737983
902885
8794100
847769
(a) Why might the H test be preferred to the F test for these data?
(b) Use H to test the null hypothesis at the .05 level of significance
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