Graph linear inequalities calculator

    • [DOC File]Unit 6: Systems of Inequalities:

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      GRAPH each of the following inequality statements y > -2x + 1. y + 2 < 3x –3y – 9x > – 15 SYSTEMS OF INEQUALITIES. System of Inequalities. is 2 (or more) linear inequalities. The . SOLUTION. to a . System of Inequalities. is where both inequality graphs . OVERLAP. on the same coordinate plane. Example: Graphs of Both Inequalities SOLUTION ...

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    • [DOC File]Graphing Lines Using Graphing Calculator

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      calculator over the pencil/paper method is that it should save time once the students have . become comfortable with entering all the commands needed. IV. Pa. Standards . 2.5.8.F Solve and graph equations and inequalities using scientific and graphing calculators . and computer spreadsheets. 2.5.8.H Graph a linear function from a rule or table.

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    • What’s my Line

      The student will select, justify, and apply an appropriate technique to graph linear functions and linear inequalities in two variables. Techniques will include slope-intercept, x- and y-intercepts, graphing by transformation, and the use of the graphing calculator. SOL A.7

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    • [DOC File]Linear Inequalities: Using Graphs and Tables Worksheet ...

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      Answer the following: If x is a real number, draw the number line graph of the following inequality. -2 < x and x < 4. Answer the following: If x is a real number, draw the number line graph of the following inequality. x < -1 or x > 3. Using your graphing calculator check your answers for examples 4 …

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    • [DOC File]Linear Inequalities in Two Variables

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      Title: Linear Inequalities in Two Variables Author: ExploreLearning Last modified by: CompApps Created Date: 1/5/2015 1:57:00 PM Company: Microsoft

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    • [DOC File]ALGEBRA 2 X

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      To Graph a System of Inequalities. 1. Graph each inequality separately. 2. The solution to the system, will be the _____ where the shadings from each inequality overlap. Use the grid below. Graph the following system of inequalities Graph each inequality as if it was stated in "y=" form.

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