a) \(\sqrt {\frac{9}{{25}}:\frac{{64}}{{121}}} \);
b) \(\sqrt {\frac{{81}}{{10}}}:\sqrt {4\frac{9}{{10}}} \).
Dựa vào công thức “\(\sqrt {\frac{a}{b}} = \frac{{\sqrt a }}{{\sqrt b }}\)” để giải bài toán.
a) \(\sqrt {\frac{9}{{25}}:\frac{{64}}{{121}}} \)\( = \sqrt {\frac{9}{{25}}} :\sqrt {\frac{{64}}{{121}}} \)\( = \frac{3}{5}:\frac{8}{{11}}\)\( = \frac{3}{5}.\frac{{11}}{8}\)\( = \frac{{33}}{{40}}\).
b) \(\sqrt {\frac{{81}}{{10}}} :\sqrt {4\frac{9}{{10}}} \)\( = \sqrt {\frac{{81}}{{10}}} :\sqrt {\frac{{49}}{{10}}} \)\( = \sqrt {\frac{{81}}{{10}}:\frac{{49}}{{10}}} \)\( = \sqrt {\frac{{81}}{{10}}.\frac{{10}}{{49}}} \)\( = \sqrt {\frac{{81}}{{49}}} \)\( = \frac{9}{7}\).









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