Question

answer
the change in cricket chirps per minute
for each additional degree fahrenheit.
how long the cricket continues to
chirp.
the change in temperature in degrees
fahrenheit for each additional cricket
chirp in one minute.
the expected temperature in degrees
fahrenheit if the cricket has chirped 0
times per minute.

Explanation:

Step1: Identify the slope formula

The slope \(m\) of a line is given by \(m=\frac{\Delta y}{\Delta x}\), where \(\Delta y\) is the change in the \(y -\) variable and \(\Delta x\) is the change in the \(x -\) variable. In the context of the problem, if \(y\) represents temperature (in Fahrenheit) and \(x\) represents chirps per minute.

Step2: Calculate the slope

Let's take two points from the line. For example, assume we can consider the general interpretation of slope in a linear relationship \(y = mx + b\). The slope \(m=\frac{\text{Change in }y}{\text{Change in }x}\). Here, the slope represents the change in temperature (in degrees Fahrenheit) for each additional cricket chirp (per minute).

Answer:

The change in temperature in degrees Fahrenheit for each additional cricket chirp in one minute.