a) `-2x +3 >= 0`
`<=> -2x >= -3`
`<=> x <= 3/2`
`b) -5x >=0`
`<=> x<=0`
`c)-3x+7 >=0`
`<=> -3x >=-7`
`<=> x<=7/3`
`d)3x+7 >=0`
`<=> 3x>=-7`
`<=> x >=-7/3`
`e) x/3 >=0`
`=> x >=0`
`f) -5x >=0`
`=> x <=0`
`f) 4-x >=0`
`=> x <=4`
`h) 1+x^2 >=0`
mà `1+x^2 > 0 AA x`
`=> x in NN^#`
i) `(-5)/(x^2 +6) >=0`
Do -5 <0
`=> x^2 +6 <0 (vô-lí)`
`=> biểu thức ko có nghĩa
`j) 2/x^2 >=0`
`=> x^2 >0`
`=> x ne 0`
`k)1/(-1+x)>=0`
`=> -1+x >0`
`=> x>1`
`l) 4/(x+3) >=0`
`=> x+3 >0`
`=> x>-3`
`m) 4x^2 >=0`
`=> x^2 >=0 `
`=> x in NN`
`n) -3x^2 >=0`
`=> x^2 <=0`
`=> x^2 =0`
`=> x=0`
`0) x^2 -2x +1 >=0`
`=> (x-1)^2 >=0 ( luôn -đúng)`
`=> x in NN`
P)`-x^2 -2x -1 >=0`
`<=> -(x^2 +2x+1)>=0`
`<=> -(x+1)^2 >=0`
`=> (x+1)^2 <=0`
Mà `(x+1)^2 >=0 AAx`
`=> x+1 =0`
`=> x=-1`