Determine if the following functions are increasing or decreasing, and compare their rates of change. Both functions are decreasing and have the same rate of change. Both functions are increasing and have different rates of change. Both functions are increasing and have the same rate of change. Both functions are decreasing and have different rates of change.
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You can see from the table (II) that the values of y are decreasing as the values of x are increasing. The same can be seen from the coordinates of the 2 points that belong to the line. I suggest you draw both, that way you can also see the rates of change, and compare them. Here both functions are lines so if they are parrallel they have the same rate of change, if not their rates of change are different.
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