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Age Groups, Males and Females, Record of the Number, Different Age Groups, Particular Disease, Gender and Age, Disease Independent, Large Prize Wheel, Being Oiled, Grateful Dead Fan Club. Its General Psychology assignment.
Typology: Exercises
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Assignment
Age Groups
10-25 26-40 41-55 56 +
Male 23 34 64 29
Female 20 31 55 44
a) Are gender and age of contracting the disease independent of one another (α ≤ .05)?
b) A researcher believes that people in the 41-55 age group are three times as likely to develop the disease as are those in each of the two younger age groups, while those in the 56 + age group are only twice as likely (relative to those in the two youngest groups). The two youngest age groups are not expected to differ from each other. Do the data support these beliefs (α ≤ .01)?
c) It is also believed that, relative to males, the proportion of females in the 56 + age group that develops the disease is significantly different from the proportion of females in the 10-25 age group that develops the disease. Test this belief with α ≤ .05.
a) Does the wheel behave differently after being oiled? (α ≤ .05)
b) When the wheel is oiled, is the probability of occurrence of a number proportional to the number (i.e., does the wheel stop at a two twice as often as at a one, etc.)? Use α ≤ .05.
0 Males 1 Male 2 Males 3 Males
a) Do these numbers indicate that this year's committees were not formed randomly with respect to gender (α ≤ .01)?
b) Grateful Dead fan clubs also exist in Europe and, like those in N. America, contain exactly 7 males and 3 females each. The European national convention records the following gender composition for local committees:
0 Females 1 Female 2 Females 3 Females
Do these and the previous data indicate that the gender composition of committees differs significantly between N. America and Europe (α ≤ .05)?
SPEED S SS SF F
Baseball 8 46 65 41 Football 12 43 48 27 Soccer 20 41 37 12
a) Is there a significant relationship between the two variables, with α ≤.10?
b) Ignoring sports, does it appear that the running speed of the athletes has a normal distribution (α ≤ .01)?
Answers