Let's walk through how to identify the function that best models the data for average monthly temperatures from february to june. The change in average monthly temperature from february to june could be represented by a linear function, following the form y=mx+b where x represents the month and. If february is set equal to 2 and june is equal to 6, what function best models these data from.
Figure1. Maximum, minimum and average monthly temperature and
Tyrel measured the average monthly temperature in degrees fahrenheit for several months.
To determine the function that best models the average monthly temperature data from february to june, we can assume a linear relationship between the month and the.
If february is set equal to 2 and june is equal to 6 , what function best models these data from. We are given four function options: Since we want to model the average monthly temperature, we'll consider the temperature as the dependent variable (y) and the months as the independent variable (x). The goal is to see which function.
Tyrel measured the average monthly temperature in degrees fahrenheit for several months. If february is set to equal to 2 and june is equal to 6, what function best models.
