20. Explain how to solve the given type of problem. (a) Linear inequality: 2x > 1 (b) Nonlinear inequality: (x – 1)(x – 4) < 0 (c) Absolute value equation: | 2x – 5| = 7 (d) Absolute value inequality: | 2x – 5 | < 7

College Algebra
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ISBN:9781305115545
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter1: Equations And Graphs
Section: Chapter Questions
Problem 20CC: Explain how to solve the given type of problem. (a) Linear inequality: 2x1 (b) Nonlinear inequality:...
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Explain how to solve the given type of problem.
(a) Linear inequality: 2x  1
(b) Nonlinear inequality: 1x  12 1x  42  0
(c) Absolute value equation: 0 2x  5 0  7
(d) Absolute value inequality: 0 2x  5 0  7

20. Explain how to solve the given type of problem.
(a) Linear inequality: 2x > 1
(b) Nonlinear inequality: (x – 1)(x – 4) < 0
(c) Absolute value equation: | 2x – 5| = 7
(d) Absolute value inequality: | 2x – 5 | < 7
Transcribed Image Text:20. Explain how to solve the given type of problem. (a) Linear inequality: 2x > 1 (b) Nonlinear inequality: (x – 1)(x – 4) < 0 (c) Absolute value equation: | 2x – 5| = 7 (d) Absolute value inequality: | 2x – 5 | < 7
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