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 STANDARD A.REI.C.7 AI/AII Solve a simple system consisting of a linear equation and a quadratic equation in two variables algebraically and graphically. For example, find the points of intersection between the line y=–3x and the circle x2+y2=3. WORKSHEETS AI Regents-Quadratic-Linear Systems 1a AI/IA/GE/A2/A algebraically, MC 1/5/10/1/1 TNS Regents-Quadratic-Linear Systems 1b AI/IA/GE/A2/A algebraically, bimodal Regents-Quadratic-Linear Systems 2 IA/A2/A algebraically, open ended 3/1 TNS Regents-Quadratic-Linear Systems 3 IA/GE/A graphically, MC 4/3/1 TNS Regents-Quadratic-Linear Systems 4 IA/GE/A graphically, open ended 9/5/5 TNS AII Regents-Quadratic-Linear Systems 5a AII/GE/A2/A/AL MC 4/2/2/5/3 TNS Regents-Quadratic-Linear Systems 5b AII/GE/A2/A/AL bimodal Regents-Quadratic-Linear Systems 6 AL Writing 10 TNS LESSON PLAN Solve Quadratic-Linear Systems Algebraically and by Graphing PDF DOC

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