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13 tháng 5 2017

\(\frac{35\left(27^8+2.9^{11}\right)}{15\left(81^6-12.3^{19}\right)}\)\(\frac{35\left(\left(3^3\right)^8+2.\left(3^2\right)^{11}\right)}{15\left(\left(3^4\right)^6-4.3.3^{19}\right)}\)\(\frac{35\left(3^{24}+2.3^{22}\right)}{15\left(3^{24}-4.3^{20}\right)}\)\(\frac{35\left(3^{22}.3^2+2.3^{22}\right)}{15\left(3^{20}.3^4-4.3^{20}\right)}\)\(\frac{35\left(3^{22}.\left(9+2\right)\right)}{15\left(3^{20}.\left(81-4\right)\right)}\)\(\frac{35\left(3^{22}.11\right)}{15\left(3^{20}.77\right)}\)\(\frac{5.7.3^{22}.11}{5.3.3^{20}.7.11}\)\(\frac{3^{22}}{3.3^{20}}\)\(\frac{3^{20}.3.3}{3.3^{20}}\)\(\frac{3}{1}\)= 3

17 tháng 1 2016

\(\frac{35.\left(27^8+2.9^{11}\right)}{15\left(81^6-12.3^{19}\right)}=\frac{5.7\left(3^{24}+2\cdot3^{22}\right)}{3.5\left(3^{24}-2^2.3^{20}\right)}\)

5 tháng 2 2018

\(\frac{35\left(27^8+2.9\right)}{15\left(8^{16}-12.3^{19}\right)}\)

\(=\frac{7.\left(3^{24}+2.3^2\right)}{2^{48}-2^2.3^{20}}\)

\(=\frac{3^2.7.\left(3^{20}+2\right)}{2^2.\left(2^{46}-3^{20}\right)}\)