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i have 3 qestions, i will post in the comments
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first: \[\sqrt{5}(8+3\sqrt{6}\]
\[8\sqrt{5}+3\sqrt{30}\]
distributive property
second: \[(7+\sqrt{2})(8-3\sqrt{2})\]
third: \[(8+\sqrt{5})(8-\sqrt{5})\]
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and identify the conjugate of \[4+\sqrt{7}\]
conjugate of \[a+\sqrt{b}\] is \[a-\sqrt{b}\]
\[(8+\sqrt{5})(8-\sqrt{5})\] \[(a+b)(a-b)=a^2-b^2\] so you get \[(8+\sqrt{5})(8-\sqrt{5})=8^2-\sqrt{5}^2=64-5\]
\[(7+\sqrt{2})(8-3\sqrt{2})\] like \[(7+x)(8-3x)\] multiply out and see what you get
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