|3x + 5x| - 2x = 9 - 3x
<=> |8x| = 9 - x (1)
TH1: x ≥ 0
=> |8x| = 8x
=> (1) <=> 8x = 9 - x
<=> 9x = 9
<=> x = 1 (TM)
TH2: x < 0
=> |8x| = -8x
=> (1) <=> -8x = 9 - x
<=> -7x = 9
<=> x = -9/7 (TM)
vậy x ∊ {1; -9/7}
|3x+5x|-2x=9-3x
=>|8x| = 9 - x
TH1: x ≥ 0
=> |8x| = 8x
=> |8x| = 9 - x <=> 8x = 9 - x
<=> 9x = 9
<=> x = 1 (TM)
TH2: x < 0
=> |8x| = -8x
=> (1) <=> -8x = 9 - x
<=> -7x = 9
<=> x = -9/7 (TM)
vậy x ∊ {1; -9/7}