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 STANDARD A.REI.C.6 AI/AII Solve systems of linear equations exactly and approximately (e.g., with graphs), focusing on pairs of linear equations in two variables. WORKSHEETS AI Regents-Solving Linear Systems 1a AI/IA/A substitution, MC 4/3/1 TNS Regents-Solving Linear Systems 1b AI/IA/A substitution, bimodal Regents-Solving Linear Systems 2a IA/A elimination, MC 6/6 TNS Regents-Solving Linear Systems 2b IA/A elimination, bimodal Regents-Graphing Linear Systems AI/IA/A/B 6/4/4/1 TNS AII Regents-Solving Linear Systems 3 AII three variables 4 TNS AI Practice-Solving Linear Systems 1 substitution 10 WS PDF Practice-Solving Linear Systems 2 substitution 10 WS PDF Practice-Solving Linear Systems 3 elimination 15 WS PDF Practice-Graphing Linear Systems 1 slope-intercept form 11 WS PDF Practice-Graphing Linear Systems 2 mixed forms 4 WS PDF Practice-Graphing Linear Systems 3 standard form 8 WS PDF AII Practice-Solving Linear Systems 4 three variables 15 WS PDF TNS Practice-Solving Linear Systems 5a MC, three variables 20 PDF TNS Practice-Solving Linear Systems 5b open ended, three variables 20 PDF TNS Journal-Solving Linear Systems three variables 2 WS PDF RELATED TOPIC Practice-Linear Equations in Three Dimensions 4 WS PDF LESSON PLAN Solve Linear Systems Algebraically and by Graphing PDF DOC VIDEOS Solving linear systems using substitution VID Solving linear systems for real-world situations using substitution Solving linear systems using elimination, adding VID Writing and solving linear systems VID Finding a break even point Solving and interpreting a system of linear equations by graphing VID Analyzing special types of linear systems Interpreting solutions of systems of linear equations Modeling real world situations using linear systems VID Classifying systems of equations without graphing VID Graphing points in three dimensions VID Graphing equations in three dimensions Solving three-variable systems by elimination VID Solving three-variable systems by multiplying first and using elimination Solving three-variable systems by substitution

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