'Linear inequality' presentation slideshows

Warm-up: What to eat?

Warm-up: What to eat?. We are trying healthy by finding the optimal amount of food to purchase. We can choose the amount of stir-fry (ounce) and boba (fluid ounces). Healthy Squad Goals 2000 Calories 2500 Sugar 100 g Calcium 700 mg.

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6-5

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Bounding the Elliptope of Quantum Correlations Proving Separability in Mixed States

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Warm Up

Warm Up. Andrew is practicing for a tennis tournament and needs more tennis balls. He bought 10 cans of tennis balls online and received a 25% discount. The shipping cost was $5.99. Let x represent the cost of each can. Write an algebraic expression to represent the cost of the tennis balls.

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If two lines intersect at one point, the system is called

If two lines intersect at one point, the system is called. consistent and dependent consistent and independent inconsistent and independent inconsistent and dependent .

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McGraw-Hill Ryerson

Click here to begin the lesson. McGraw-Hill Ryerson. Pre-Calculus 11. Chapter 9. Linear and Quadratic Inequalities. McGraw-Hill Ryerson Pre-Calculus 11. Teacher Notes. 1. This lesson is designed to help students conceptualize the main ideas of Chapter 9.

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Linear and quadratic inequalities

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Hawkes Learning Systems: College Algebra

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Warm Up # 1

Warm Up # 1. The perimeter of a rectangle is 32. The length is 1 more than twic e the width. What are the dimensions of the rectangle? Solve the system: . Homework Check . Essential Question. How can we represent the solution to a system of linear inequalities?. Graphing Linear

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6-5 Linear Inequalities

6-5 Linear Inequalities. Learning Target: I can graph linear inequalities in two variables I can use linear inequalities when modeling real-world situations. Linear Inequality: in two variables, such as can be formed by replacing the equal sign in a linear equation with an inequality symbol

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1.6 Solving Linear Inequalities

1.6 Solving Linear Inequalities. p. 41. Inequality Symbols. Less than. Not equal to. Less than or equal to. Greater than or equal to. Greater than. Linear Inequality. Inequality with one variable to the first power. for example: 2x-3<8

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2-7 Two-Variable Inequalities

2-7 Two-Variable Inequalities. M11.D.2.1.2: Identify or graph functions, linear equations, or linear inequalities on a coordinate plane. Objectives. Graphing Linear Inequalities Graphing Two-Variable Absolute Value Inequalties. Vocabulary.

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Linear Inequalities

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6.2 Problem solving using inequalities

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Graphing a Linear Inequality

Graphing a Linear Inequality. Graphing a linear inequality is very similar to graphing a linear equation. Graphing a Linear Inequality. 1) Solve the inequality for y (or for x if there is no y ). 2) Change the inequality to an equation and graph.

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Graphing Linear Inequalities in Two Variables

Graphing Linear Inequalities in Two Variables. SWBAT graph a linear inequality in two variables SWBAT Model a real life situation with a linear inequality. Some Helpful Hints. If the sign is > or < the line is dashed If the sign is ? or ? the line will be solid

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8-8: Exploring Inequalities

8-8: Exploring Inequalities. Foundations for Algebra Mr. Gallo. To Graph a Linear Inequality:. Determine the boundary line: Dashed : Points on the line are included. Solid : Points on the line included. Test a point to see where the graph should be shaded:

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1.1 Stuff

1.1 Stuff. A linear equation in one variable is an equation that has one unknown and the unknown is written to the first power. Linear equations in one variable can be written in the form ax + b = 0 where a and b are real numbers and . 1.4 Stuff.

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Graphing Linear Inequalities

Graphing Linear Inequalities. A linear inequality in two variables is created by replacing the equal sign in a linear equation by an inequality symbol For example, x + 3 y < 5 A solution of a linear inequality in two variables is any ordered pair that satisfies the inequality

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