The solution set of the inequation `|2x - 3| < |x+2|,` is

Find the area of the quadrilateral formed by the solution set of the inequations 2x + 3y le 12, x 0, y ge 0 and x le 3 .

The solution set of the inequation |x-1|+|x-2|+|x-3|>=6 is

The solution set of the inequation (4x + 3)/(2x-5) lt 6 , is

The solution set of the inequation (4x + 3)/(2x-5) lt 6 , is

The solution set of the inequation |x-1|+|x-2|+|x-3|ge 6 is

The solution set of the inequation (|x+3|+x)/(x+2) gt 1 , is

The solution set of the inequation (|x+3|+x)/(x+2) gt 1 , is

The solution set of the inequation 2x+y >5 is

The solution set of the inequation (1)/(|x|-3) lt (1)/(2) is

The solution set of the inequation (1)/(|x|-3) lt (1)/(2) is