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.
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.
1 answer