Russell Gillen
2021-12-12
Elaine Verrett
Beginner2021-12-13Added 41 answers
Step 1
Given that :
|x| denotes the absolute value of x.
Given an inequality in the form |x| Let
Then the solution of this inequality look like:
Multiply by 3 to each term of the inequality:
-2(3)<(2x+6)<2(3)
-6<2x+6<6
Subtract 6 to each term of the inequality:
To get,
-12<2x <0
Step 2
Divide each term by 2:
To get,
-6 The given inequality is true for any value of x in that interval.
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