Giải thích các bước giải:
Bài 6:
$\dfrac{5.4.6^{14}}{9^7.8^5}+|-2010|$
$=\dfrac{5.4.(2.3)^{14}}{(3^2)^7.(2^3)^5}+2010$
$=\dfrac{5.2^2.2^{14}.3^{14}}{3^{14}.2^{15}}+2010$
$=\dfrac{5.2^{14+2}.3^{14}}{3^{14}.2^{15}}+2010$
$=\dfrac{5.2^{16}.3^{14}}{3^{14}.2^{15}}+2010$
$=5.2+2010$
$=10+2010$
$=2020$