Short description: Each participant was given two cups of Weihestephan Hefeweissbier (randomized), one cup with the regular variety, one cup with the non-alcoholic version. Participants had to indicate which cup contained the alcohol, the confidence in their judgment, and an assessment of how much they liked the beer. Specifically:
Below follows an analysis using the binomial test to make inference about the proportion of correct responses.
Bayesian Binomial Test
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Level | Counts | Total | Proportion | BF₁₀ | |||||||
CorrectIdentify | 0 | 15 | 57 | 0.263 | 112.646 | ||||||
1 | 42 | 57 | 0.737 | 112.646 | |||||||
Note. Proportions tested against value: 0.5. |
Bayesian Binomial Test
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Level | Counts | Total | Proportion | BF₊₀ | |||||||
CorrectIdentify | 0 | 15 | 57 | 0.263 | 0.035 | ||||||
1 | 42 | 57 | 0.737 | 225.258 | |||||||
Note. For all tests, the alternative hypothesis specifies that the proportion is greater than 0.5. |
Bayesian Binomial Test
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Level | Counts | Total | Proportion | BF₊₀ | |||||||
CorrectIdentify | 0 | 15 | 57 | 0.263 | 4.676e-4 | ||||||
1 | 42 | 57 | 0.737 | 80.228 | |||||||
Note. For all tests, the alternative hypothesis specifies that the proportion is greater than 0.5. |