Question

There's a roughly linear relationship between the number of times a species of cricket will chirp in one minute and the temperature outside. For a certain type of cricket, this relationship can be expressed using the formula

t=37+0.28c,
where t represents the temperature in degrees Fahrenheit and c represents the number of times the cricket chirps in one minute. What could the number 37 represent in the equation?

a) Minimum chirping temperature
b) Maximum chirping temperature
c) Base temperature for chirping
d) Chirping rate constant

Answer 1

The number 37 in the equation represents the base temperature for chirping in degrees Fahrenheit, the temperature at which chirping begins.

Step-by-step explanation:

The number 37 in the equation t=37+0.28c, where t represents the temperature in degrees Fahrenheit and c represents the number of times the cricket chirps in one minute, likely represents the base temperature for chirping. This is the temperature at which the cricket would theoretically start to chirp if it chirps at all, below which no chirping is observed. As c increases with temperature, the equation shows a linear relationship with a constant rate of 0.28 chirps per degree Fahrenheit above the base temperature.