If |x - 2| `gt`5, then x belongs to

If |x - 3| ge 5 then x belongs to ………….

|2x - 3| lt |x+5| , then x belongs to

if |(2)/(x-4)| gt 1 , then x belongs to the internal

if |(2)/(x-4)| gt 1 , then x belongs to the internal

If (a,a^(2)) falls inside the angle made by the lines y=(x)/(2), x gt 0 and y=3x, x gt 0 , then a belongs to the interval

If (a, a^(2)) falls inside the angle made by the lines y=(x)/(2), x gt 0 and y=3x, x gt 0 , then a belongs to :

If (a,a^(2)) falls inside the angle made by the lines y=(x)/(2), x gt 0 and y=3x, x gt 0 , then a belongs to the interval

If (a,a^(2)) falls inside the angle made by the lines y=(x)/(2), x gt 0 and y=3x, x gt 0 , then a belongs to the interval

If (a, a^(2) ) falls inside the angle made by the lines y=(x)/(2), x gt 0 and y = 3x, x gt 0 , then a belongs to