`a)|5x+6|=9`
`@TH1:5x+6=9<=>5x=3<=>x=3/5`
`@TH2:5x+6=-9<=>5x=-15<=>x=-3`
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`b)[2x+1]/[1-x]=-5/3` `ĐK: x \ne 1`
`<=>3(2x+1)=-5(1-x)`
`<=>6x+3=-5+5x`
`<=>x=-8` (t/m)
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`c)x/4=y/3=>x=4/3y`
Thay `x=4/3y;z=2y` vào `x-y+z=22` có:
`4/3y-y+2y=22`
`<=>7/3y=22<=>y=66/7`
`->{(x=4/3 . 66/7=88/7),(z=2. 66/7=132/7):}`
\(\left|5x+6\right|=9\)
\(Th1:\left|5x+6\right|=\left|-9\right|\)
=>\(5x+6=-9\)
=>\(5x=-9-6\)
=>\(5x=-15\)
=>\(x=-15:5\)
=>x=-3
\(Th2:\left|5x+6\right|=\left|9\right|\)
=>\(5x+6=9\)
=>\(5x=9-6\)
=>\(5x=3\)
=>\(x=5:3\)
=>\(x=\dfrac{5}{3}\)