# Notes Over 5.7 Graphing a Quadratic Inequality Vertex: Normal Graph Solid Check (0,0) Graph the inequality

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• Notes Over 5.7Graphing a Quadratic InequalityVertex:Normal GraphSolidCheck (0,0)Graph the inequality.

• Notes Over 5.7Graphing a Quadratic InequalityVertex:Down-NormalDottedCheck (1,0)Graph the inequality.

• Notes Over 5.7Graphing a Quadratic InequalityVertex:2 times as fastSolidCheck (0,1)Graph the inequality.

• Notes Over 5.7Graphing a System of Quadratic InequalitiesVertex:Down/NormalSolidCheck (0,-1)Graph the system of inequalities.Vertex:Up/NormalSolidCheck (0, 0)

• Notes Over 5.7Graphing a System of Quadratic InequalitiesVertex:Up/NormalSolidCheck (0,1)Graph the system of inequalities.Vertex:Down/NormalSolidCheck (1, 0)

• Notes Over 5.7Solving a Quadratic Inequality by Graphing SolidSolve the inequality by graphing.Where is the graph below 0?

• Notes Over 5.7Solving a Quadratic Inequality by Graphing SolidSolve the inequality by graphing.Where is the graph below 0?

• Notes Over 5.7Solving a Quadratic Inequality by Graphing DottedSolve the inequality by graphing.Where is the graph below 0?

• Notes Over 5.7Solving a Quadratic Inequality Algebraically Solve the inequality algebraically.These are critical valuesOpen CirclesWhat kind of value is inside each interval?

• Notes Over 5.7Solving a Quadratic Inequality Algebraically Solve the inequality algebraically.These are critical valuesClosed CirclesWhat kind of value is inside each interval?

• Notes Over 5.7Solving a Quadratic Inequality Algebraically Solve the inequality algebraically.These are critical valuesClosed CirclesWhat kind of value is inside each interval?

• Notes Over 5.7 ##### 5.7 Graph Linear Inequalities in Two Variables You will graph linear inequalities in two variables. Essential Question: How do you graph a linear inequality
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