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, equals, 34, plus, 0, point, 3, ct=34 0.3c, where tt represents the temperature in degrees fahrenheit and cc represents the number of times the cricket chirps in one minute. what is the meaning of the cc-value when t, equals, 65t=65

a) The temperature
b) The number of chirps
c) The time
d) The cricket's age

Answer 1

The c-value represents the number of cricket chirps per minute when the temperature t is 65 degrees Fahrenheit. To compute this, subtract 34 from 65 and divide by 0.3, which results in approximately 103.3 chirps per minute.

Step-by-step explanation:

When t=65 degrees Fahrenheit in the cricket chirping temperature equation t=34+0.3c, the c-value represents the number of chirps the cricket makes in one minute. To find the number of chirps when the temperature is 65 degrees Fahrenheit, you would rearrange the equation to solve for c. Subtract 34 from both sides of the equation to get t-34=0.3c, then divide both sides by 0.3 to isolate c. Inserting the temperature value into the equation: 65 - 34 = 0.3c, we get 31 = 0.3c, and then dividing both sides by 0.3 gives us the number of chirps c = 103.3. Therefore, c represents The number of chirps the cricket makes in a minute when the outside temperature is 65 degrees Fahrenheit.