Below is a set of output from a Tukey's HSD test. Based on these results, indicate which mean is different. Interval lower Interval upper Difference bound bound Mean B -4.1 -2.6 Mean A Mean C- -3.3 -1.4. Mean A Mean C- -0.8 2.2 Mean B O Mean A is different than Means B and C O Mean B is different than Means A and C O Mean C is different than Means A and B All three means are different

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Below is a set of output from a Tukey's HSD test. Based on these results, indicate which mean is different.

| Difference     | Interval lower bound | Interval upper bound |
|----------------|----------------------|----------------------|
| Mean B - Mean A | -4.1                 | -2.6                 |
| Mean C - Mean A | -3.3                 | -1.4                 |
| Mean C - Mean B | -0.8                 | 2.2                  |

Options:
- ○ Mean A is different than Means B and C
- ○ Mean B is different than Means A and C
- ○ Mean C is different than Means A and B
- ○ All three means are different

**Explanation:**
A table provides the confidence intervals for the differences between means from a Tukey's HSD test. The intervals are presented with lower and upper bounds. A confidence interval that does not include zero indicates a statistically significant difference between the compared means.
Transcribed Image Text:Below is a set of output from a Tukey's HSD test. Based on these results, indicate which mean is different. | Difference | Interval lower bound | Interval upper bound | |----------------|----------------------|----------------------| | Mean B - Mean A | -4.1 | -2.6 | | Mean C - Mean A | -3.3 | -1.4 | | Mean C - Mean B | -0.8 | 2.2 | Options: - ○ Mean A is different than Means B and C - ○ Mean B is different than Means A and C - ○ Mean C is different than Means A and B - ○ All three means are different **Explanation:** A table provides the confidence intervals for the differences between means from a Tukey's HSD test. The intervals are presented with lower and upper bounds. A confidence interval that does not include zero indicates a statistically significant difference between the compared means.
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