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Inequation:
sqrt(x^2+3*x+2)>0
(z-1+i)>=1
(x-1)*(x-2)/(x-5)^2≤0
|3+4x|>=1+|3-x|
Identical expressions
(x+ two)(c- three)(x- four)< zero
(x plus 2)(c minus 3)(x minus 4) less than 0
(x plus two)(c minus three)(x minus four) less than zero
x+2c-3x-4<0
Similar expressions
(x+2)(c+3)(x-4)<0
(x+2)(c-3)(x+4)<0
(x-2)(c-3)(x-4)<0

Solving inequalities/ (x+2)(c-3)(x-4)<0

(x+2)(c-3)(x-4)<0 inequation

The solution

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(x + 2)*(c - 3)*(x - 4) < 0

$$\left(c - 3\right) \left(x + 2\right) \left(x - 4\right) < 0$$

((c - 3)*(x + 2))*(x - 4) < 0