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Multiply each pair of conjugates.
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\[(2\sqrt{6}+8)(2\sqrt{6}-8)\]
\((a+b)(a-b)=a^2-b^2\) and so \[(2\sqrt{6}+8)(2\sqrt{6}-8)=(2\sqrt6)^2-8^2\] is a start
\((2\sqrt6)^2=4\times 6=24\) and \(8^2=64\) so you will get \[24-64=-40\]
Oh, okay. I tried looking at the examples in my book but there weren't any like this problem. Thank you!
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