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Section 1.2 Linear Inequalities

# Section 1.2 Linear Inequalities - Outline Inequalities...

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Outline Inequalities Properties of Inequalities Compound Inequalities Applications Linear Inequalities in One Variable Math 1050 K. J. Platt, Ph.D. Department of Mathematics Snow College Spring 2014

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Outline Inequalities Properties of Inequalities Compound Inequalities Applications Outline 1 Inequalities 2 Properties of Inequalities 3 Compound Inequalities 4 Applications
Outline Inequalities Properties of Inequalities Compound Inequalities Applications Inequalities An inequality is a statement involving one of the four symbols < , > , , . The set of real numbers that make a given inequality true is called the solution set . To solve an inequality is to find its solution set. The solution set may be given using interval notation, set builder notation, or as a graph. Example Model and describe the solution set of the following using an interval, set-builder notation, and a graph. To qualify for a secretarial position, a person must type at least 45 words per minute.

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Outline Inequalities Properties of Inequalities
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