Data #1: Do caloric recommendation labels reduce the # of calories consumed in one meal at McDonalds? Please complete all empty boxes in the tables below. x
No handout (control) (Group A) |
Handout of daily recommended caloric intake (Group B) |
Handout of per-meal recommended caloric intake (Group C) |
|
505 |
1454 |
924 |
|
1390 |
1151 |
520 |
|
1908 |
2152 |
1823 |
|
1808 |
926 |
1032 |
|
569 |
2207 |
2399 |
|
2078 |
1249 |
658 |
|
965 |
1534 |
2360 |
|
2301 |
1600 |
2147 |
|
1564 |
2456 |
624 |
|
1452 |
2320 |
565 |
|
552 |
596 |
2409 |
|
Mean |
1372 |
1604.18 |
1405.54 |
St. Dev |
641.64 |
611.30 |
816.13 |
n |
|||
N |
One-way ANOVA (please show your work!)
Source of variability |
df |
SS |
MS |
F |
h2 |
Between-groups |
346176.545 |
||||
Within-groups (error) |
14514521.636 |
||||
Total |
14860698.182 |
||||
Critical F-value (obtain from F table) |
|||||
Is the ANOVA significant? Y or N |
Fisher’s LSD post-hoc results
Comparison |
p-value |
Significant? Y or N |
Group A versus Group B |
0.3954 |
|
Group A versus Group C |
0.9157 |
|
Group B versus Group C |
0.5258 |
Full interpretation of the results
|
One Way ANOVA
SOURCE | D.F | S.S | M.S | F CAL | ||
BETWEEN GROUPS | 3-1=2 | 346176.545 | =346176.545/2= 173088.27 | =173088.27/483817.39=
|
=346176.545/14860698.182=0.0232 | |
WITHIN GROUPS | 30 | 14514521.636 | =14514521.636/30= 483817.39 | |||
TOTAL | N-1=33-1=32 | 14860698.182 | ||||
CRITICAL F VALUE |
|
|||||
IS ANOVA SIGNIFICANT | Since Critical value greater than Cal F therefore NOT significant |
Group A versus Group B |
0.3954 |
Not significant since P value >0.05 |
Group A versus Group C |
0.9157 |
Not significant |
Group B versus Group C |
0.5258 |
Not significant |
ANOVA results.: Since Fcal is SMALLER than F critical therefore FAILED TO REJECT NULL HYPOTHESIS H0.
Since all means are equal therefore post hoc analysis not applicable.
Effect Size is too small.
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