For the univariate OLS model of iVB_Z-Score ~ Temperature, the Z-Score decreases by 0.0186 for a 1 degree increase in temperature.
For the univariate OLS model of iVB_Z-Score ~ Temperature, the Z-Score decreases by 0.0186 for a 1 degree increase in temperature.
bsky.app/profile/chuc...
bsky.app/profile/chuc...
We can then use this to predict what we would expect 4SFB iVB Z-Score for pitchers to be in G3 of the NLCS, based on the weather (51 degrees Fahrenheit, 8MPH wind speed).
We can then use this to predict what we would expect 4SFB iVB Z-Score for pitchers to be in G3 of the NLCS, based on the weather (51 degrees Fahrenheit, 8MPH wind speed).
(Predicted 4SFB iVB Z-Score for game) = B_0 + B_1 * (Wind Speed) + B_2 * (Temperature)
We find both temperature and windspeed have a significant effect on 4SFB iVB Z-Score, and that they account for ~22% of the variance in this Z-Score.
(Predicted 4SFB iVB Z-Score for game) = B_0 + B_1 * (Wind Speed) + B_2 * (Temperature)
We find both temperature and windspeed have a significant effect on 4SFB iVB Z-Score, and that they account for ~22% of the variance in this Z-Score.