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(2√(2)-6√(7))(4√(2)+12√(7))=
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\[2\sqrt{2}(4\sqrt{2} + 12\sqrt{7}) -6\sqrt{7}(4\sqrt{2} + 12\sqrt{7})\]
\[8(\sqrt{2})^{2} + 24\sqrt{14} - 24\sqrt{14} - 72(\sqrt{7})^{2}\]
\[8*2 -72*7\] 16 - 504 -488
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Harkirat you are good
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i try to be....... BUT i am human too and hence make mistakes once in a while { :)) PS : As u must have realised, to solve the question, I have used the DISTRIBUTIVE property (a-b)(c+d) = a(c+d) -b(c+d) to expand and the exponential laws\[\sqrt{m}*\sqrt{n}=\sqrt{m*n}\] and \[(\sqrt{m})^{2} = m\]
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