1. Students will be able to solve compound inequalities.
Objective
Students will be able to solve compound inequalities.

2. 3-6 compound inequalities

3. Solving compound ineqialities
Compound Inequality: two distinct inequalities joined by the word and or the word or.
- All real numbers that are greater all real numbers that are less than 0
than -2 and less than or greater than or equal to 5
n > -2 and n < t < 0 or t > 5
-2 < n and n < 6
-2 < n < 6

4. Break the compound inequality into two separate inequalities.
To Solve
Break the compound inequality into two separate inequalities.
Solve each.
Graph both inequalities on the same number line.

5. examples
a) -4 < k + 3 < b) 6b – 1 < -7 or 2b + 1 > 5

6. c) 5 < y + 2 < 11 d) 5 + m > 4 or 7m < -35

7. Homework
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