Lời giải:
\( - \frac{{{2^{15}}\,\,.\,\,{9^4}}}{{{6^6}\,\,.\,\,{8^3}}} + 0,75\,\,.\,\,\frac{{ - 1}}{2} + 0,375\)
\( = - \frac{{{2^{15}}\,\,.\,\,{{\left( {{3^2}} \right)}^4}}}{{{{(2\,.\,3)}^6}\,\,.\,\,{{\left( {{2^3}} \right)}^3}}} + ( - 0,375) + 0,375\)
\( = - \frac{{{2^{15}}\,\,.\,\,{3^8}}}{{{2^6}\,.\,{3^6}\,\,.\,\,{2^9}}} + [( - 0,375) + 0,375]\)
\( = - \frac{{{2^{15}}\,\,.\,\,{3^8}}}{{{2^6}\,.\,{3^6}\,\,.\,\,{2^9}}} + [( - 0,375) + 0,375]\)
\( = - \frac{{{3^8}}}{{{3^6}}} = - {3^2} = - 9\).Câu hỏi trên thuộc đề trắc nghiệm dưới đây !
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