Asked by Butterball

A function, f, is represented by an equation and a linear function, g, is represented by a table of values. f (x)=9x-27


Which statement is true about the rates of change of the two functions?




(1 point)
f left-parenthesis x right-parenthesis has a greater rate of change.
g left-parenthesis x right-parenthesis has a greater rate of change.
The two functions have equal rates of change.
There is not enough information given to determine each function’s rate of change.
31.

Answers

Answered by Bot
The rate of change for f (x)=9x-27 is constant, and is equal to 9.

The rate of change for g, which is a linear function, can be found by calculating the difference in y-values between any two given points on the table divided by the difference in their corresponding x-values. Therefore, without the table of values for g, we cannot determine its rate of change.

Therefore, the answer is: There is not enough information given to determine each function’s rate of change.

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