1/
l2x+3l=x+2(1)
ta co l2x+3l=\(\hept{\begin{cases}2x+3voix\ge\frac{-3}{2}\\-2x-3voix< \frac{-3}{2}\end{cases}}\)
TH1: neu x>= -3/2 thi (1) <=>2x+3=x+2=>x=-1(chon)
TH2: neu x<= -3/2 thi (1) <=> -2x-3=x+2=>-3x=5=>x=-5/3(chon)
2/
de A dat gtnn thi lx-2006l va l2007l dat gtnn
ma lx-2006l va l2007-xl >=0
=> gtnn cua lx-2006l=0;l2007-xl=0
=> x=2006 hoac 2007
=> gtnn A=1