x < (greater than or equal to) -2
(- inf, -2] < seems like negatives have negative infinity, then number then bracket, cause closed circle?
x > (greater than or equal to) 6
[6 , inf)
x > (greater than or equal to) 3
[3, inf)
x > 3
(3, inf) < seems normal (open circle)
x < -3
(- inf , 3) < again, neg inf but WITHOUT closed circle
x < 1
( inf, 1)
REMEMBER, IF YOU ARE DIVIDING BY A NEGATIVE, THE INEQUALITY CHANGES! I THINK IT WOULD CHANGE TO THE OTHER WAY!
x > -9
(-9, inf)
x > (greater than or equal to) 4
[4. inf)
x < (greater than or equal to) -2
(- inf, -2]
Closed circle = brackets Also there seems to be a pattern, which ever direction seems to be where infinity is.