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Algebra 1 > Techniques for Multistep Inequalities
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QuickNotes™  

Techniques for Multistep Inequalities

  • To solve a multi-step inequality, use the same techniques that were discussed in the section on multi-step equations. For review, see the material given for that section.

  • If the inequality contains grouping symbols, use the distributive property to remove these symbols and simplify the inequality.

  • If the solution of an inequality leads to an inequality that is always true, the solution set of the original inequality is the set of all real numbers.

  • If the solution leads to an inequality that is never true, the solution set is the empty set.

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