A. \(\dfrac{{93}}{{23}} \)
B. \(\dfrac{{25}}{{93}} \)
C. \(\dfrac{{93}}{{25}} \)
D. \(\dfrac{{63}}{{25}} \)
C
Ta có:
\(\begin{array}{l}3 + \dfrac{4}{9}\times \dfrac{7}{{25}}\times \dfrac{{27}}{{12}}\times {\rm{ 3}}\dfrac{{\rm{4}}}{{\rm{7}}} - \dfrac{7}{{25}}\\ = 3 + \dfrac{4}{9}\times \dfrac{7}{{25}}\times \dfrac{9}{4}\times {\rm{ }}\dfrac{{{\rm{25}}}}{{\rm{7}}} - \dfrac{7}{{25}}\\ = 3 + 1 - \dfrac{7}{{25}}\\ = 4 - \dfrac{7}{{25}}\\ = \dfrac{{93}}{{25}}\end{array}\)
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