A= $2^{0}$ + $2^{1}$ + $2^{2}$ +...+ $2^{8}$
2A=$2^{1}$ + $x^{2}$ +...+ $2^{8}$ + $2^{9}$
2A-A=($2^{1}$ + $x^{2}$ +...+ $2^{8}$ + $2^{9}$) - ($2^{0}$ + $2^{1}$ + $2^{2}$ +...+ $2^{8}$)
A=$2^{9}$ - 1
B=4 . $2^{7}$= $2^{2}$ . $2^{7}$=$2^{9}$
⇒$2^{9}$ - 1 < $2^{9}$
Xin hay nhất!