Respuesta :
Here the slope value means that if the slope value is K. Then for every 1 degree rise in the temperature above 50 degrees Fahrenheit, there would be a K number of chirps per minute increase. Note that in case the slope is negative, the increase in temperature would result in a decrease in the number of chirps per minute.
Answer:
There is an increase of 1 chirp per minute for every 3.41 degree increase in temperature.
Step-by-step explanation:
On average for each unit increase in x, there is an increase of slope units in y. If slope was negative, then there would have been a decrease in slope units.