Answer:
( -3, 2 )
Step-by-step explanation:
The question is that how to show the inequality x > -3 or x < 2 in different way.
There are two different ways - first is by using number line and the second one is interval form.
We are here discussing the interval form.
We are given,
x > -3 or x < 2
By combining these both, we get :
-3 < x < 2
This can be expressed in the interval form as,
( -3 , 2 )
( ) these brackets are used for representing open intervals that means end points are not included. < or >
[ ] these brackets are used for representing closed intervals that means end points are included. ≤ or ≥
The other way to express the solution x > -3 or x < 2 is (-3,2)
The solution of the absolute value inequality is given as:
x > -3 or x < 2
The above means that -3 and 2 are exclusive of the values of x.
For exclusive values, we make use of ( and )
So, the other way to express the solution is (-3,2)
Read more about absolute value inequality at:
https://brainly.com/question/13344207
