This document provides reminders for solving multi-step linear inequalities in algebra. It notes that the inequality sign must change direction when multiplying or dividing by a negative number. It also states that to solve inequalities, the order of operations must be reversed from the typical order used for equations, including reversing the order of addition/subtraction, multiplication/division, exponents, and parentheses. Examples are provided to demonstrate these principles.

1. Multi-Step Linear Inequalities Algebra 1 6.2 p. 340

2. Reminder: ALWAYS change the direction of the inequality sign when MULITPLYING or DIVIDING by a NEGATIVE NUMBER .

3. Reminder: To solve an equation/inequality, reverse the order of operations.

4. Reverse addition and subtraction . Reverse multiplication and division . Reverse exponents . Reverse parentheses .

5. Example 1

6. Example 1

7. Example 2

8. Example 2