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**Polynomial Inequalities in One Variable**

Let P(x) be any polynomial. Then P(x) < 0 and P(x) > 0 are called polynomial inequalities. To solve polynomial inequalities: Use a sign graph of P(x) Analyze a graph of P(x): P(x) > 0 when the graph is above the x-axis P(x) < 0 when the graph is below the x-axis

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**Find the zeros of the polynomial**

Plot the zeros on a number line Test for the signs of P(x) in each interval The solution of P(x) < 0 is x < -1 or 0 < x < 3

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Activity Explain why this product should not change sign at x = 1.

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Find the zeros:

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Example 3. Solve Find the zeros of all linear factors in the numerator and denominator: The solution of f(x) < 0 is –2 < x < 4 or x = 5

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Example 4. Solve by using a graphing calculator.

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SystemsOfInequalities. 7-1 Solving Systems by Graphing What is a system of linear equations? “SOLUTION” No solution Infinitely Many Solutions Page 342.

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