Question

Solve the absolute value inequality. $|x - 4| \ge 4$ A. The solution set in interval notation is []

          Solve the absolute value inequality.
$|x - 4| \ge 4$
A. The solution set in interval notation is []

Solve the absolute value inequality.
|x - 4| ≥ 4
A. The solution set in interval notation is []

Added by Brian H.

Elementary and Intermediate Algebra

Alan S. Tussy, R. David Gustafson 5th Edition

Instant Answer

Solved by Expert David Mccaslin

Step 1

To solve the absolute value inequality |x-4|/24 < 1, we can start by multiplying both sides of the inequality by 24 to get rid of the fraction: | x - 4 | < 24 Show more…

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Solve the absolute value inequality: |x-4|/24 The solution set in interval notation is (-âˆž, 10] U [14, âˆž)

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Solve the absolute value inequality. $|x - 4| \ge 4$ A. The solution set in interval notation is []

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