An office building uses a boosted-tree model to predict each hour's electricity use, in kWh. On held-out hours its error (RMSE) is 12 kWh.
Two of its columns come from the roof weather station: outdoor_temp and feels_like_temp, both in °C. On the held-out hours they have a correlation of .
The team runs permutation importance on the held-out hours: shuffle one column, re-score the same model, put the column back, and move on to the next.
| Column shuffled | Held-out RMSE | Rise |
|---|---|---|
hour_of_day | 31 kWh | +19 |
occupancy | 24 kWh | +12 |
feels_like_temp | 18 kWh | +6 |
outdoor_temp | 17 kWh | +5 |
day_of_week | 14 kWh | +2 |
The facilities manager reads the table and says: "So temperature is only a minor driver for this model."
Which conclusion do these results best support?
Select all that apply.