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Solve an Absolute Value Inequality and Writing the Solution in Interval Notation: 2|v − 7| − 4 ≥ 42

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For the following exercises, solve each inequality and write the solution in interval notation.
|x − 2| is greater than 10
2|v − 7| − 4 ≥ 42
|3x − 4| ≤ 8
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|x − 2| is greater than 10
2|v − 7| − 4 ≥ 42
|3x − 4| ≤ 8
Here are all of our Math Playlists:
Functions:
📕Functions and Function Notation:
📗Domain and Range:
📘Rates of Change and Behavior of Graphs:
📙Composition of Functions:
📕Transformation of Functions:
📗Absolute Value Functions:
Linear Functions:
📕Linear Functions:
📗Graphs of Linear Functions:
________________________________________________________________
OpenStax™ is a registered trademark, which was not involved in the production of, and does not endorse, this product.
You can find the problem(s) in the following OpenStax™ textbooks:
SMASH THE SUBSCRIBE BUTTON AND HELP THE CHANNEL!
Want us as your private tutor? Get started with your FREE initial assessment!
#AbsoluteValue #AbsoluteValueMath #Math
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