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SPSS IBM SPSS Statistics Certification Level 1 (formerly PASW Statistics) Sample Questions:

1. The criteria the EXPLORE procedure uses to define an extreme value is anything greater than two standard deviations from the mean.

A) True
B) False

2. If you request an aggregate dataset or data file in the Aggregate procedure, the number of cases in the new aggregated file is equal to what?

A) Number of categories of the variables specified in the Break Variables list
B) Number of cases that you specified in the Aggregate Data dialogue box
C) Number of cases in the original data file.
D) Number of aggregated summary variables.

3. There are two major types of errors one can make when attempting to draw conclusions about the larger population based on the information collected in the sample. For example, when performing an independent sample T-Test, one type of error that can occur is when there are significant differences between the groups based on a scale level dependent variable, but the test fails to detect them. Which of the following choice describes this sort of error?
(Select all that apply)

A) Type II error
B) False positive
C) Type I error
D) False negative

4. Consider the AGE in the data file below. You have been asked to use this in cross tabulation with GENDER. How would you proceed? (Select all that apply)

A) Go to Analyze ... Descriptive Statistics ... Crosstabs .... specify the variables and click OK
B) Use Recode into Different Variables ... to create a categorical equivalent to AGE and proceed as per option A
C) Use Visual Binning to create a categorical equivalent for AGE and proceed as per Option A above
D) Use Visual Binning to create a categorical equivalent for AGE and run Frequencies

5. Consider the data file below and answer the following: the calculation of means of variables X, Y, Z, is contained in the variable AV_XYZ. What method was used to calculate the mean?

A) The Compute Variable dialog and the expression (X+Y+Z)/3
B) The Compute Variable dialog and the expression X+Y+Z/3
C) The Compute Variable dialog and the expression MEAN, 2(X.Y, Z)
D) The Compute Variable dialog and the expression MEAN (X.Y.Z)

Solutions: