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First we have to find the y value for each value, so substitute 8 and 14 into the equation first
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So lets do \(\sqrt{(8)-4}\) and \(\sqrt{(14)-4}\)
2 and 10
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The first one is right, the second one make sure you simplified well \(\sqrt{14-4}\\ =\sqrt{10}\) But \(\color{red}{\sqrt{10}\neq 10}\)
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3.16?
Right, so we have (8,2) and (14,3.16) To find the average rate of change we can do \(\frac{y_2-y_1}{x_2-x_1}\)
alright, which leaves
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Do you know how to substitute that? x'D Assuming that (8,2) is the first coordinate and (14,3.16) was the second point
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