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Math 103 Chapter 9: Solve Absolute Value Equations

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10 Questions

What is the interval notation for the inequality |x - 1| - 3 ≤ 2?

[-4, 6]

What is the interval notation for the inequality |2x + 5| + 5 ≤ 3?

No solution

What is the solution set for the inequality |x + 5| < -2?

No solution

What is the solution set for the inequality |x + 5| ≤ 0?

Only one solution

What is the interval notation for the inequality |x + 5| < 0?

There is no interval notation since the solution is only one value, x = -5.

What is the solution set for the inequality $|x - 6| extgreater 10$?

$x extless -4$ or $x extgreater 16$

What is the solution set for the equation $|4x| extless 12$?

$x extgreater 3$

What is the solution of the equation $|x - 3| = 1$?

$x = 3$

What is the solution set for $|x - 3| extless 0$ inequality?

$x extless 3$

What is the interval notation for the inequality $|x - 3| = -1$?

No solution

Test your understanding of absolute value equations by solving the equation |3𝑥| = 6 in the context of Intermediate Algebra Chapter 9. This quiz is designed to help you practice and master this specific topic.

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