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The independent practice portion of this lesson requires students to solve a variety of systems of equations. It is important that while students are working with their partners they are not relying too heavily on them (as can sometimes happen in heterogeneous pairs).

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There are two methods that will be used in this lesson to solve a system of linear equations algebraically. They are 1) substitution, and 2) elimination.They are both aimed at eliminating one variable so that normal algebraic means can be used to solve for the other variable.

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LESSON 1: Creating and Interpreting Equations to Solve SystemsLESSON 2: Bring in the Sub!: Solving Systems of Equations in 2 VariablesLESSON 3: The Whole is Greater than the Sum of Its PartsLESSON 4: Practice Session on Solving SystemsLESSON 5: Graphing Systems of EquationsLESSON 6: Solving Linear Equations in Two Variables.

I CAN Use substitution to solve systems of equations algebraically Substitutes Don't Forget. If two items are equivalent, you can substitute one for the other You can substitute equivalent values, but you must make sure that you have solved for the variable that you are.

Worksheet: 5 Simple Solving Systems Of Equations Algebraically Worksheet That You Will Love It RelationWorksheet. In the classroom setting, worksheets generally refer to a loose sheet of paper with questions or exercises for students to complete also log answers. They.

This lesson includes a guided notes handout, practice worksheets, an exit ticket, and a next-day warm-up problem. Students will review solving two-variable systems of linear equations algebraically using substitution and elimination. This lesson is designed as a quick review of substitution and elim.

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