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Graph Single Inequalities |
Graph a System of Inequalities |
Identifying Solutions to Systems |
Writing Systems |
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Students will be able to:
· Graph a single inequality in point-form, slope-intercept form, or standard form.
· Determine if points on the boundary line should be included in the solution set (solid) or not included in the solution set (dashed)
· Determine on which side of the boundary line does the solution set fall and show this by shading that side.
· Match graphed inequalities with their corresponding algebraic inequality.
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Students will be able to:
· Use the skills from the first category to graph multiple linear inequalities on the same coordinate plane to determine where the overlapping solution set lies.
· Interpret a graph where the full shading of each separate inequality is shown AND interpret a graph where only final overlapping solution set is shown.
· Match graphed systems of inequalities with their corresponding algebraic systems of inequalities. |
Students will be able to:
· Determine if an ordered pair is in the solution set of a system using only the algebraic inequalities.
· Determine if an ordered pair is in the solution set of a system using only the graph of the inequalities.
· Determine if an ordered pair is in the solution set of a system using either the graph of the inequalities OR the algebraic inequalities. |
Students will be able to:
· Write inequalities from a graph where only final overlapping solution set is shown.
· Write inequalities from a graph where the full shading of each separate inequality is shown.
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Day 1: Graphing Linear Inequalities
Day 2: Graphing Systems of Linear Inequalities
Day 3: Review