determine os valores inteiros de x que satisfazem a inequação 4x(x-1)(3-x)(x\2+1)>0.
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4x(x - 1) (3-x) (x/2 +1) > 0
4x > 0/(x - 1) (3-x) (x/2 +1)
4x > 0
x > 0
4x(x - 1) (3-x) (x/2 +1) > 0
(x - 1) > 0/4x(3-x)(x/2 +1)
x - 1> 0
x > 1
4x(x - 1) (3-x) (x/2 +1) > 0
(3-x) > 0/4x(x - 1)(x/2 +1)
3-x > 0
x < 3
4x(x - 1)(3-x)(x/2 +1) > 0
(x/2 +1) > 0/4x(x - 1)(3-x)
x/2 +1 > 0
x/2 > - 1
x > -2
4x > 0/(x - 1) (3-x) (x/2 +1)
4x > 0
x > 0
4x(x - 1) (3-x) (x/2 +1) > 0
(x - 1) > 0/4x(3-x)(x/2 +1)
x - 1> 0
x > 1
4x(x - 1) (3-x) (x/2 +1) > 0
(3-x) > 0/4x(x - 1)(x/2 +1)
3-x > 0
x < 3
4x(x - 1)(3-x)(x/2 +1) > 0
(x/2 +1) > 0/4x(x - 1)(3-x)
x/2 +1 > 0
x/2 > - 1
x > -2
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