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113-2 B班統計期中複習

Total questions: 10

Worksheet time: 5mins

Name
Class
Date
1.
  1. Compared to independent-measures designs, repeated-measures designs reduce the variance by removing individual differences.

a)

O

b)

X

2.
  1. An independent-measures study with n = 20 scores in each condition will

produce an independent-measures t statistic with df = 18.

a)

O

b)

X

3.

The correct alternative hypothesis for a one-tailed repeated-measures t test is

μ ≠ 0

a)

O

b)

X

4.
  1. A matched-subjects research design is a type of repeated-measures research design because the participants in each treatment condition are the same people.

a)

O

b)

X

5.
  1. One advantage of a repeated-measures research design is that it typically requires fewer participants than an independent-measures design.

a)

O

b)

X

6.

Which of the following is the correct null hypothesis for an independent-measures t test?

a)

μ1-μ2≠0

b)

M1-M2≠0

c)

μ1-μ2=0

d)

M1-M2=0

7.

An independent-measures research study uses n = 15 participants in one group

and n = 12 participants in a second group to compare two treatment conditions.

What is the df value for the t statistic computed for the corresponding hypothesis test?

a)

df=27

b)

df=24

c)

df=25

d)

df=26

8.

An independent-measures study comparing two treatment conditions produces a t

statistic with df = 16. If the two samples are the same size, how many participants

were in each of the samples?

a)

n=9

b)

n=10

c)

n=8

d)

n=18

9.

A researcher uses a repeated-measures study to compare two treatment conditions with a set of 20 scores in each treatment. What is the value of df for the repeated-measures t statistic?

a)

df=18

b)

df=19

c)

df=38

d)

df=39

10.

The narrower the confidence interval, the more precise it is. Which combination of factors will produce the most precise estimate of the difference between two population means?

a)
  1. two samples of n = 20 and 80% confidence

b)
  1. two samples of n = 20 and 90% confidence

c)
  1. two samples of n = 50 and 80% confidence

d)
  1. two samples of n = 50 and 90% confidence