The H0 there are no difference in mean blood glucose levels between the four diets. The H1 the alternative hypothesis suggested that there is a difference in mean blood glucose levels.
Tests of Between-subjects Effects |
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Dependent variable: Blood glucose level (mmol/litre) |
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Source |
Type III sum of squares |
df |
Mean Square |
F |
Sig |
Diet |
16.186 |
3 |
5.395 |
12.339 |
.000 |
Error |
9.620 |
22 |
0.437 |
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Corrected total |
25.807 |
25 |
a.R Squared=0.627 (Adjusted R squared=.576)
1-What this statistics outcome is suggesting?
2- Write the statistical statement about ANOVA
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The answers are :
1. The statistics suggest that R-Square = 0.627, which is a moderately strong R-Square, indicating that the predictor variables we are using moderately explain the variance in the dependent variable. The predictive power of the current model is moderate. Also, since Sig. p-value is 0.000 ( i.e. less than .05) in the the test of Between-subjects effects, we can conclude that there is difference in mean blood glucose levels between the 4 diets
2. Statistical statement: The ANOVA' null hypothesis stands rejected as we have enough evidence to conclude that alteast one of diets has a different mean blood glucose level than the other, because the p-value is 0.000 i.e. less than .05
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