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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.


Learn more about relationship between Fahrenheit and Celsius here:

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