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Retake your Lowest Unit Test Grade Reviews will be available online and in class by Friday Retakes will be in class on Tuesday 11/30 Review MUST be finished and turned in the day of retest 6 week, 12 week tests and daily grades are not eligible for retake
2.4 Solve Polynomial Inequalities
Interval Notation a b b a a b a b a a b b
Solve and graph on a number line.
Example 1: Solve x 3 – 3x 2 > 10x algebraically Step 1: Rewrite as an equation, and put in standard form. Step 2: Solve for x (we can factor)
Example 2 Cont’d: Plotting our found x-values will help us find our intervals. This breaks our number line into 4 intervals. Test an x-value in each interval to see if it satisfies the inequality Does NOT work WORKS Does NOT work (-2, 0) (5, ∞ )
You Try: Solve the inequality algebraically 1. -3x x 2 < - 8x
You Try: Solve the inequality algebraically 1. -3x x 2 < - 8x
2.4 Solve Polynomial Inequalities
Interval Notation a b b a a b a b a a b b
Example 1: Solve 2x 3 + x 2 – 6x < 0 by graphing. Graph and find your zeros x = -2, 0, 3/2 (-∞, -2] and [0, 3/2]
You Try: Solve the inequality using a graph 1. 2x 3 + 8x 2 > - 6x
Solve and graph on a number line.
Assignment Page 83 and 84 #1-17 odd on both