Answer Key 9.1
[latexpage]
- \(\sqrt{5\cdot 49}\)
\(\pm 7\sqrt{5}\) - \(\sqrt{5\cdot 25}\)
\(\pm 5\sqrt{5}\) - \(2\cdot (\pm 6)\)
\(\pm 12\) - \(5\cdot (\pm 14)\)
\(\pm 70\) - \(\sqrt{4\cdot 3}\)
\(\pm 2\sqrt{3}\) - \(\sqrt{36\cdot 2}\)
\(\pm 6\sqrt{2}\) - \(3\sqrt{4\cdot 3}\)
\(3\cdot 2\sqrt{3}\)
\(\pm 6\sqrt{3}\) - \(5\sqrt{16\cdot 2}\)
\(5\cdot 4\sqrt{2}\)
\(\pm 20\sqrt{2}\) - \(6\sqrt{64\cdot 2}\)
\(6\cdot 8\sqrt{2}\)
\(\pm 48\sqrt{2}\) - \(7\sqrt{64\cdot 2}\)
\(7\cdot 8\sqrt{2}\)
\(\pm 56\sqrt{2}\) - \(-7\cdot 8x^2\)
\(\pm 56x^2\) - \(-2\sqrt{64\cdot 2\cdot n\)
\(-2\cdot 8\sqrt{2n}\)
\(\pm 16\sqrt{2n}\) - \(-5\cdot 6\sqrt{m}\)
\(\pm 30\sqrt{m}\) - \(8\sqrt{7\cdot 16\cdot p^2}\)
\(8\cdot 4\cdot p\sqrt{7}\)
\(\pm 32p\sqrt{7}\) - \(\sqrt{5\cdot 9\cdot x^2\cdot y^2}\)
\(\pm 3xy\sqrt{5}\) - \(\sqrt{2\cdot 36\cdot a\cdot a^2\cdot b^4}\)
\(\pm 6ab^2\sqrt{2a}\) - \(\sqrt{16\cdot x^2\cdot x\cdot y^2\cdot y}\)
\(\pm 4xy\sqrt{xy}\) - \(\sqrt{2\cdot 256\cdot a^4\cdot b^2}\)
\(\pm 16a^2b\sqrt{2}\) - \(\sqrt{5\cdot 64\cdot x^4\cdot y^4}\)
\(\pm 8x^2y^2\sqrt{5}\) - \(\sqrt{2\cdot 256\cdot m^4\cdot n^2\cdot n}\)
\(\pm 16m^2n\sqrt{2n}\)