Which graph is the solution to |x| > 10?




|x| > 10
x < - 10 or x > 10
The plot is open dots on -10 and 10 and shading to the left of -10 and to the right of 10.
Answer is the third choice.
Answer:
The correct option is 3.
Step-by-step explanation:
The given inequity is
[tex]|x|>10[/tex]
If an inequity is defined as
[tex]|x|>a[/tex]
then x<-a and x>a.
In the given inequality a=10, so the solution of the given inequlity are
x<-10 and x>10.
It means all the numbers less than -10 and more than 10 are in the solution set. We have open circle at 10 and -10 because 10 and -10 are not included in the solution set.
Therefore the correct option is 3.