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SPSS Data questions

ANOVA Oneway Descriptives 95% Confidence Interval for Std. Mean Deviation Std.Error Lower Bound Upr Bound Minlimum Mavium 4 2
What is the variance: a. i. Between groups_ ii. Within groups b. What is F? c. What is the p value? d. State F using APA styl
ANOVA Oneway Descriptives 95% Confidence Interval for Std. Mean Deviation Std.Error Lower Bound Upr Bound Minlimum Mavium 4 2.0000 4.00 1.00 .4142170711 8165040825 9574347871 6.00001.82574 91287 2.13600 53400 -2503 4.2503 Negligible Minimal Moderate Severe Total 1.7008 42992 3,0000 8 4 5.7500 4 6 2.00 7.27355.007.00 8.9052 400 8.00 4.2265 8.00 1.00 3.0493 5.3257 ANOVA Sum of Squares 47.688 20.750 Mean Square 15.896 9.193 002 Between Groups Within Groups Total 1.729 12 Post Hoc Tests Multiple Comparisons Infections 95% Confidence Interval Mean 710 3.7500092983 008 005 1.0000092983 -3.7606 -6.5106 -6.7606 1.7606 Negligible Minimal 1.7606 1.2394 3.7606 0106 2394 6.5106 1.000001 .92983 MinimalNegligible 2.750000 92983 0515.5106 3.00000 576001 9894 -01065.5106 Moderate Negligible 3.75000 92983 275000 92983051 Minimal 25000 4.0000092983 3.00000 92983 3.0106 2.5106 6.7606 5.7606 3.0106 Severe Negligible 005 1.2394 Minimal 032 25000 2.5106 . The mean difference is significant at the 0.05 level.
What is the variance: a. i. Between groups_ ii. Within groups b. What is F? c. What is the p value? d. State F using APA style_ e. Is there a significant difference among the groups? State the finding in words: f. If appropriate, compute effect size and state the size of the effect_ If the overall result was significant, describe the results of the post hoc tests: g.
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Answer #1

a i) variance between groups = 15.896

a ii) Variance within groups = 1.729

b) F = 9.193

c) p = 0.002

e) Here p value is 0.002 which is less than 0.05, so we reject the null hypothesis that there is no significance difference among groups.

g) from post hoc test we found that those groups who has p value near or less than 0.05 have mean difference is zero.

the groups negligible, moderate and severe has mean difference is zero. Because p-values are less than or equal to 0.05

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