\(\sqrt{0.000529}\) = ?
\(\sqrt{\frac{12}{192}} = ?\)
\(\sqrt{792100}\) = ?
\(\frac{560}{\sqrt{?}}\) = 40
\(\sqrt{\frac{1225}{49}}\) = ?
\(\sqrt{50} + \sqrt{162} - \sqrt{98} = ?\)
\(\sqrt{48} - \sqrt{75} + \sqrt{27} = ?\)
\(\frac{144}{\sqrt{256}}= \frac{\sqrt{?}}{17}\)
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