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Question: Group Statistics FAVOR OR OPPOSE GUN PERMITS N Mean Std. Deviation Std. Error Mean …

by | Nov 30, 2023 | Posted Questions



Group Statistics

FAVOR OR OPPOSE GUN PERMITS

N

Mean

Std. Deviation

Std. Error Mean

HIGHEST YEAR OF SCHOOL COMPLETED

FAVOR

761

13.47

3.039

.110

OPPOSE

224

13.42

3.230

.216

Group Statistics

HIGHEST YEAR OF SCHOOL COMPLETED

N

Mean

Std. Deviation

Std. Error Mean

FAVOR OR OPPOSE GUN PERMITS

1

1

1.00

.

.

2

2

1.50

.707

.500

Independent Samples
Test

Levene’s Test for Equality of
Variances

t-test for Equality of Means

F

Sig.

t

df

Sig. (2-tailed)

Mean Difference

Std. Error Difference

95% Confidence Interval of the
Difference

Lower

Upper

HIGHEST YEAR OF SCHOOL COMPLETED

Equal variances assumed

.195

.659

.225

983

.822

.053

.234

-.407

.513

Equal variances not assumed

.217

347.412

.828

.053

.242

-.424

.529

Homework
3.2                                                                                   
Name:

Due: Jan. 9

Use GSS file to analyze the following problems. Please read
Summary: SPSS for t test in the Blackboard in the Discussion
section.

Does person’s education influence his/her attitude toward gun
control? A researcher selected two groups, 1) those who oppose to,
and 2) those who were in favor of gun control. Then tested years of
education to see is there is a significant difference between the
two groups.

Open GSS and perform two-sample test and write the output
results in the space provided below:

“Favor” group

Sample size (N): ————- Mean: —————— Standard
Dev.: ——————–

“Oppose” group

Sample size (N): ———– Mean: —————- Standard
Dev.: ————————-

T value: —————-     Significance
(assuming equal variance): ——————–

Conclusion: Does person’s education a factor influencing his/her
opinion on gun control? ——–

———————————————————-

The replacement level is the amount of fertility needed to keep
the population the same from generation to generation. It refers to
the total fertility rate that will result in a stable population
without it increasing or decreasing. Demographers set the
replacement level at 2.1 children per family. At this level, the
population is said to be a stable population. Assuming that GSS is
a sample of U.S. population.

Use GSS to obtain the mean and standard deviation of number of
children in American family (childs). Perform a one-sample
“t test.” Write the results in the blank below

Mean children per family variable in the sample:
——————————-

Standard deviation of the variable
——————————

T value: ————–   
Significance:————————————

Write your conclusion: Is there a significant difference between
the sample mean of children per family and the population mean?
Why?

Is the U.S. population of a stable population? Why?

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