A. \[\frac{{31}}{2}.\frac{{32}}{2}.\frac{{33}}{2}....\frac{{60}}{2} = 1.2.3.4.5.6.7...60\]
B. \[\frac{{31}}{2}.\frac{{32}}{2}.\frac{{33}}{2}....\frac{{60}}{2} = 1.3.5.7...59\]
C. \[\frac{{31}}{2}.\frac{{32}}{2}.\frac{{33}}{2}....\frac{{60}}{2} = 1.3.5.7...60\]
D. \[\frac{{31}}{2}.\frac{{32}}{2}.\frac{{33}}{2}....\frac{{60}}{2} = 2.4.6.8...60\]
Ta có \[\frac{{31}}{2}.\frac{{32}}{2}.\frac{{33}}{2}....\frac{{60}}{2} = \frac{{31.32.33...60}}{{2.2.2....2}} = \frac{{\left( {31.32.33...60} \right)\left( {1.2.3...30} \right)}}{{{2^{30}}\left( {1.2.3...30} \right)}}\]
\[ = \frac{{1.2.3.4.5...60}}{{\left( {1.2} \right).\left( {2.2} \right).\left( {3.2} \right).\left( {4.2} \right)...\left( {30.2} \right)}} = \frac{{\left( {2.4.6...60} \right)\left( {1.3.5.7...59} \right)}}{{2.4.6...60}} = 1.3.5...59\]
Đáp án cần chọn là: B
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