`4|8x-3|+5|3-2x|=18`
`<=>4|8x-3|+5|2x-3|=18`
Nếu `x>=3/2=>|8x-3|=8x-3,|2x-3|=2x-3`
`pt<=>4(8x-3)+5(2x-3)=18`
`<=>32x-12+10x-15=18`
`<=>42x=27+18=45`
`<=>x=45/42(l)`
Nếu `x<=3/8=>|8x-3|=3-8x,|2x-3|=3-2x`
`pt<=>4(3-8x)+5(3-2x)=18`
`<=>12-32x+15-10x=18`
`<=>27-42x=18`
`<=>9=42x`
`<=>x=3/14(tm)`
Nếu `3/9<=x<=3/2=>|8x-3|=8x-3,|2x-3|=3-2x`
`pt<=>4(8x-3)+5(3-2x)=18`
`<=>32x-12+15-10x=18`
`<=>22x+3=18`
`<=>22x=15`
`<=>x=15/22(tm)`
Vậy x=15/22 hoặc x=3/14