What is the conclusion?: -There is no evidence to suggest a difference in weights between the three groups. -The exercise group weighed less than the pill group. No other significant differences. -The exercise group weighed less than the pill group and the control group. No other other significant differences.  -The exercise group weighed the least, followed by the pill group and the control group weighed the most.

MATLAB: An Introduction with Applications
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What is the conclusion?:

-There is no evidence to suggest a difference in weights between the three groups.
-The exercise group weighed less than the pill group. No other significant differences.
-The exercise group weighed less than the pill group and the control group. No other other significant differences. 
-The exercise group weighed the least, followed by the pill group and the control group weighed the most. 
A researcher wants to investigate different weigh loss options in rats. He divides 24 rats (equal weights) into 3 groups:
Control (do not receive any physical exercise), Exercise (receive 6 weeks of physical exercise), and Pill(take diet pill
for 6 weeks). He then measures their weight in grams after the 6 week period.
Descriptives
Weight
95% Confidence Interval for
Mean
Mean
Std. Deviation
Std. Error Lower Bound Upper Bound
Minimum
Maximum
Control
419.187
6.1578
2.1771
414.039
424.336
408.8
428.6
Exercised
8
322.875
6.0422
2.1362
317.824
327.926
312.4
330.4
Pill
8.
373.113
5.7385
2.0288
368.315
377.910
364.6
382.5
Total
24
371.725
40.5822
8.2838
354.589
388.861
312.4
428.6
ANOVA
Weight
Sum of
Squares
F
df
Mean Square
Sig.
Between Groups
37127.492
18563.746
518.753
.000
Within Groups
751.492
21
35.785
Total
37878.985
23
Transcribed Image Text:A researcher wants to investigate different weigh loss options in rats. He divides 24 rats (equal weights) into 3 groups: Control (do not receive any physical exercise), Exercise (receive 6 weeks of physical exercise), and Pill(take diet pill for 6 weeks). He then measures their weight in grams after the 6 week period. Descriptives Weight 95% Confidence Interval for Mean Mean Std. Deviation Std. Error Lower Bound Upper Bound Minimum Maximum Control 419.187 6.1578 2.1771 414.039 424.336 408.8 428.6 Exercised 8 322.875 6.0422 2.1362 317.824 327.926 312.4 330.4 Pill 8. 373.113 5.7385 2.0288 368.315 377.910 364.6 382.5 Total 24 371.725 40.5822 8.2838 354.589 388.861 312.4 428.6 ANOVA Weight Sum of Squares F df Mean Square Sig. Between Groups 37127.492 18563.746 518.753 .000 Within Groups 751.492 21 35.785 Total 37878.985 23
Multiple Comparisons
Dependent Variable: Weight
Tukey HSD
Mean
95% Confidence Interval
Difference (I-
J)
(1) Group (J) Group
Std. Error
Sig.
Lower Bound Upper Bound
Control
Exercised
96.3125
2.9910
.000
88.773
103.852
Pill
46.0750
2.9910
.000
38.536
53.614
Exercised Control
-96.3125
2.9910
.000
-103.852
-88.773
Pill
-50.2375
2.9910
.000
-57.777
-42.698
Pill
Control
-46.0750
2.9910
.000
-53.614
-38.536
Exercised
50.2375'
2.9910
.000
42.698
57.777
*. The mean difference is significant at the 0.05 level.
What is your conclusion?
Transcribed Image Text:Multiple Comparisons Dependent Variable: Weight Tukey HSD Mean 95% Confidence Interval Difference (I- J) (1) Group (J) Group Std. Error Sig. Lower Bound Upper Bound Control Exercised 96.3125 2.9910 .000 88.773 103.852 Pill 46.0750 2.9910 .000 38.536 53.614 Exercised Control -96.3125 2.9910 .000 -103.852 -88.773 Pill -50.2375 2.9910 .000 -57.777 -42.698 Pill Control -46.0750 2.9910 .000 -53.614 -38.536 Exercised 50.2375' 2.9910 .000 42.698 57.777 *. The mean difference is significant at the 0.05 level. What is your conclusion?
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