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The function \( C = 0.556F - 17.778 \) represents the relationship between degrees in Fahrenheit and degrees in Celsius, where \( F \) represents degrees Fahrenheit and \( C \) represents degrees Celsius.

What does the slope represent in this function?

A. For every degree increase in Celsius, there is a 0.556 degree increase in Fahrenheit.
B. For every degree increase in Celsius, there is a 17.778 degree decrease in Fahrenheit.
C. For every degree increase in Fahrenheit, there is a 0.556 degree increase in Celsius.
D. For every degree increase in Fahrenheit, there is a 17.778 degree decrease in Celsius.

Answer :

Final answer:

The slope represents the rate of change between Fahrenheit and Celsius.


Explanation:

The slope of a linear function represents the rate of change between the two variables. In this function, the slope is 0.556, which means that for every degree increase in Fahrenheit, there is a 0.556 degree increase in Celsius. This implies that the relationship between Fahrenheit and Celsius is positive, as an increase in one variable leads to an increase in the other variable.


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