Could please help interpret this SPSS output of a paired sample t-test?

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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Could please help interpret this SPSS output of a paired sample t-test?

Difference
|
Upper
Pair 1 Trustworthy -
Dependibility
Pair 2 Trustworthy - Reliability
.10785
.323
131
.373
.747
Paired Samples Statistics
Std.
Std. Error
-.01504
-2.308
132
.011
.023
Mean
N
Deviation
Mean
Pair 1 Trustworthy
3.4394
132
.90172
.07848
Paired Samples Effect Sizes
Dependibilit
3.4242
132
.96600
.08408
95%
Confidenc
e Interval
y
Pair 2 Trustworthy
3.4361
133
.89910
.07796
Standardizer
Point
Reliability
3.5414
133
.92533
.08024
Estimate
Lower
Pair 1 Trustworthy -
Cohen's d
.53837
.028
-.143
Paired Samples Correlations
Dependihility
Hedges'
.54148
.028
-.142
correction
Significance
Pair 2 Trustworthy - Reliability Cohen's d
Hedges'
.52604
-.200
-.371
One-Sided Two-Sided
Correlation
p
.52905
-.199
-.369
correction
Pair 1 Trustworthy &
Dependibility
Pair 2 Trustworthy & Reliability
132
.836
<.001
<.001
133
.834
<.001
<.001
Paired Samples Effect Sizes
95%
Paired Samples Test
Confidence
Interval
Paired Differences
95%
Upper
Confidence
Pair 1 Trustworthy -
Dependibility
Cohen's d
.199
Interval of the
Hedges'
.198
Std.
Std. Error
Difference
correction
Mean
Deviation
Mean
Lower
Pair 2 Trustworthy - Reliability Cohen's d
Hedges'
correction
-.028
Pair 1 Trustworthy -
Dependibility
Pair 2 Trustworthy - Reliability
.01515
.53837
.04686
-.07755
-.028
-.10526
.52604
.04561
-.19549
Paired Samples Test
Paired
Differences
a. The denominator used in estimating the effect sizes.
Cohen's d uses the sample standard deviation of the mean
Significance
difference.
95%
Confidence
Hedges' correction uses the sample standard deviation of the
mean difference, plus a correction factor.
One-Sided Two-Sided
Interval of the
t
df
Transcribed Image Text:Difference | Upper Pair 1 Trustworthy - Dependibility Pair 2 Trustworthy - Reliability .10785 .323 131 .373 .747 Paired Samples Statistics Std. Std. Error -.01504 -2.308 132 .011 .023 Mean N Deviation Mean Pair 1 Trustworthy 3.4394 132 .90172 .07848 Paired Samples Effect Sizes Dependibilit 3.4242 132 .96600 .08408 95% Confidenc e Interval y Pair 2 Trustworthy 3.4361 133 .89910 .07796 Standardizer Point Reliability 3.5414 133 .92533 .08024 Estimate Lower Pair 1 Trustworthy - Cohen's d .53837 .028 -.143 Paired Samples Correlations Dependihility Hedges' .54148 .028 -.142 correction Significance Pair 2 Trustworthy - Reliability Cohen's d Hedges' .52604 -.200 -.371 One-Sided Two-Sided Correlation p .52905 -.199 -.369 correction Pair 1 Trustworthy & Dependibility Pair 2 Trustworthy & Reliability 132 .836 <.001 <.001 133 .834 <.001 <.001 Paired Samples Effect Sizes 95% Paired Samples Test Confidence Interval Paired Differences 95% Upper Confidence Pair 1 Trustworthy - Dependibility Cohen's d .199 Interval of the Hedges' .198 Std. Std. Error Difference correction Mean Deviation Mean Lower Pair 2 Trustworthy - Reliability Cohen's d Hedges' correction -.028 Pair 1 Trustworthy - Dependibility Pair 2 Trustworthy - Reliability .01515 .53837 .04686 -.07755 -.028 -.10526 .52604 .04561 -.19549 Paired Samples Test Paired Differences a. The denominator used in estimating the effect sizes. Cohen's d uses the sample standard deviation of the mean Significance difference. 95% Confidence Hedges' correction uses the sample standard deviation of the mean difference, plus a correction factor. One-Sided Two-Sided Interval of the t df
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