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(2radical7 + radical 11) (radical7-3 radical 11) multiply and simplify. assume all variables represent nonnegative numbers
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\[\frac{2\sqrt{7}+\sqrt{11}}{\sqrt{7}-3\sqrt{11}}\]?
if so multiply top and bottom by "conjugate" of denominator, namely \[\sqrt{7}+3\sqrt{11}\]
because \[(\sqrt{7}-3\sqrt{11})(\sqrt{7}+3\sqrt{11})=7-9\times 11=7-99=-92\]
you get \[\frac{2\sqrt{7}+\sqrt{11}}{\sqrt{7}-3\sqrt{11}}\times \frac{\sqrt{7}+3\sqrt{11}}{\sqrt{7}+3\sqrt{11}}\]?
\[=\frac{14+7\sqrt{77}+33}{-92}\] \[=\frac{47+7\sqrt{7}}{-92}\]
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nope not right.
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