Multiple Comparisons |
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Dependent Variable: Score |
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Tukey HSD |
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(I) Condition |
(J) Condition |
Mean Difference (I-J) |
Std. Error |
Sig. |
95% Confidence Interval |
|
Lower Bound |
Upper Bound |
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Condition A |
Condition B |
-3.100 |
1.657 |
.258 |
-7.56 |
1.36 |
Condition C |
-4.300 |
1.657 |
.062 |
-8.76 |
.16 |
|
Condition D |
-6.700* |
1.657 |
.001 |
-11.16 |
-2.24 |
|
Condition B |
Condition A |
3.100 |
1.657 |
.258 |
-1.36 |
7.56 |
Condition C |
-1.200 |
1.657 |
.887 |
-5.66 |
3.26 |
|
Condition D |
-3.600 |
1.657 |
.150 |
-8.06 |
.86 |
|
Condition C |
Condition A |
4.300 |
1.657 |
.062 |
-.16 |
8.76 |
Condition B |
1.200 |
1.657 |
.887 |
-3.26 |
5.66 |
|
Condition D |
-2.400 |
1.657 |
.478 |
-6.86 |
2.06 |
|
Condition D |
Condition A |
6.700* |
1.657 |
.001 |
2.24 |
11.16 |
Condition B |
3.600 |
1.657 |
.150 |
-.86 |
8.06 |
|
Condition C |
2.400 |
1.657 |
.478 |
-2.06 |
6.86 |
|
*. The mean difference is significant at the 0.05 level. |
Interpret the Post Hoc test above.
a. |
Condition C is significantly higher than Condition A |
|
b. |
Condition D is significantly lower than Condition A |
|
c. |
Condition B is significantly lower than Condition C |
|
d. |
Condition D is significantly higher than Condition A |
'Correct choice is ad) Condition D is significantly higher than Condition A".
From the confidence intervals of the difference between the means we conclude that there is only one pair of conditions A and D which have a significantly different means.
Because the coonfidence interval for the difference of means of that pair does not include zero.
From the difference ( mean of condition A - mean of condition B ) we get negative value. Also the upper bount of this interval is -2.24 which is negative. So we can say that the mean of condition D is significantly greater than the mean ofcondition A.
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