Solving Systems of Linear Equations Using Substitution

This video tutorial provides a comprehensive guide on solving systems of linear equations using the substitution method. It is aimed at Algebra 1 students or those in Grade 8 who are familiar with the concept. The video outlines the steps involved in solving such systems, including solving one equation for a variable, substituting into the second equation, and checking the solution. Three example problems are demonstrated to illustrate the method, and viewers are encouraged to practice solving systems on their own. The tutorial concludes with a summary of the key points covered.

What is the first step in solving a system of linear equations using substitution?

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Explain how to substitute the expression for the solved variable into the second equation.

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What should you do after solving the equation in step three?

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What is the significance of writing the solution as an ordered pair?

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How do you isolate the variable term when solving for X?

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Describe the process of checking the solution for both equations.

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What is the ordered pair solution for the system given in the video?

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In the example provided, what expression was used to replace Y in the first equation?

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What is the final step after finding the values of X and Y?

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Why is it important to check your work after solving the system?

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