Solve the absolute value inequality. Express the answer using interval notation. 7|x+2|+8>1
Sam Longoria
Answered question
2021-12-14
Solve the absolute value inequality. Express the answer using interval notation.
7|x+2|+8>1
7|x+2|+8>1
Answer & Explanation
Chanell Sanborn
Beginner2021-12-15Added 41 answers
Step 1
To determine the value of inequality.
7|x+2|+8>1
Step 2
Simplify the given inequality:
7|x+2|+8>1
7|x+2|>1-8
7|x+2|>-7
|x+2|>-1
Step 3
True for all values of x. The interval of inequality is given below
To determine the value of inequality.
7|x+2|+8>1
Step 2
Simplify the given inequality:
7|x+2|+8>1
7|x+2|>1-8
7|x+2|>-7
|x+2|>-1
Step 3
True for all values of x. The interval of inequality is given below
