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Statistics for the Behavioral Sciences Study Set 2
Quiz 10: Independent Groups T-Test
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Question 81
True/False
The null hypothesis in the independent groups t test is that a population mean has a specific value,specified by the investigator.
Question 82
True/False
In an independent groups t test,the null hypothesis is H
0
: ì
1
= ì
2
.
Question 83
Multiple Choice
Given the following information,find eta
2
.t = 2.5,n
1
= 20,n
2
= 18
Question 84
Multiple Choice
Eta
2
is
Question 85
True/False
Many properties of a sampling distribution of the mean do not hold for a sampling distribution of the difference between two independent means.
Question 86
Multiple Choice
Given the following information,find eta
2
.SS
TOTAL
= 653,SS
ERROR
= 405,SS
EXPLAINED
= 248.
Question 87
Multiple Choice
If the researcher suspects that the strength of the relationship between two variables in the population is .20,what sample size should she use per group in a study involving two independent groups and an alpha level of .05,nondirectional test,in order to achieve a power of .75?
Question 88
True/False
The mean of a sampling distribution of the difference between two independent means is always equal to the difference between the population means.
Question 89
Multiple Choice
A treatment effect
Question 90
Multiple Choice
The independent samples t test is reasonably robust to violations against which assumptions?
Question 91
Multiple Choice
SS
EXPLAINED
represents
Question 92
True/False
The independent groups t test is typically used to analyze the relationship between two variables when the dependent variable is quantitative in nature and is measured on a level that at least approximates interval characteristics,and when the independent variable is between-subjects and has two levels.
Question 93
Multiple Choice
Which of the following is a numerical index that most reflects the influence of disturbance variables?
Question 94
True/False
The standard deviation of the sampling distribution of the difference between two independent means is called the standard error of the difference between two independent means or,more simply,the standard error of the difference.