Descriptive Statistics
|
|||||
---|---|---|---|---|---|
Freshness | Box Office ($M) | ||||
Valid | 31 | 31 | |||
Missing | 0 | 0 | |||
Mean | 0.272 | 78.206 | |||
Std. Deviation | 0.201 | 49.593 | |||
Minimum | 0.000 | 2.300 | |||
Maximum | 0.790 | 162.000 | |||
To produce a boxplot, we can use the "Descriptives" module, go to the "Plots" menu, and tick "Boxplots". We can then add the data points by clicking "Jitter element" (just as a bonus).
In the Bayesian correlation analysis, we start by specifying which variables we want to include in our analysis. JASP will then output the table below, which shows the correlations and Bayes factor for all pairs of specified variables. Since we only have 2 variables, we only see a single correlation (since we only have a single pair).
Bayesian Pearson Correlations
|
|||||||
---|---|---|---|---|---|---|---|
Variable | Freshness | Box Office ($M) | |||||
1. Freshness | Pearson's r | — | |||||
BF₁₀ | — | ||||||
2. Box Office ($M) | Pearson's r | -0.029 | — | ||||
BF₁₀ | 0.226 | — | |||||
In order to take a closer look at a specific pair of variables, we can go to the submenu "Plot Individual Pairs". Here we can drag variables into the variable box to make pairs of variable, which are then analyzed closer. For instance, below we have a scatter plot and prior/posterior plot for the specific combination of "Freshness" and "Box Offoce".
In order to investigate the one-sided hypothesis that there is a positive relationship between the two variables, we can use a one-sided positive alternative hypothesis. This hypothesis only predicts positive values for the correlation. This is reflected by the prior distribution (it has no mass for negative values of the correlation). We use the default prior distribution shape, which is the uniform distribution (stretched beta width = 1).
Bayesian Pearson Correlations
|
|||||||
---|---|---|---|---|---|---|---|
Variable | Freshness | Box Office ($M) | |||||
1. Freshness | Pearson's r | — | |||||
BF₊₀ | — | ||||||
2. Box Office ($M) | Pearson's r | -0.029 | — | ||||
BF₊₀ | 0.199 | — | |||||
Note. For all tests, the alternative hypothesis specifies that the correlation is positive. |
Bayesian Pearson Correlations
|
|||||||
---|---|---|---|---|---|---|---|
Variable | Freshness | Box Office ($M) | |||||
1. Freshness | Pearson's r | — | |||||
BF₋₀ | — | ||||||
2. Box Office ($M) | Pearson's r | -0.029 | — | ||||
BF₋₀ | 0.252 | — | |||||
Note. For all tests, the alternative hypothesis specifies that the correlation is negative |