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Use this table to answer the question.
Find the average rate of change for the given function from x = -1 to x = 2.
The equation for this is\[A(x) = \frac{ f(x) - f(a) }{ x - a }\] for which f(x) is the y that goes with the first x and f(a) is the y that goes with the second x, which is referred to as a in this case. If you plug in the numbers and get both the rates of change jumping from one set of number to the second set, add them up and then average them, they you will receive the average rate of change.
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