Using Multipliers to Solve a System of Equations Using Elimination

The video tutorial explains how to solve equations using two methods: substitution and elimination. It begins with an introduction to the substitution method, highlighting its steps and potential challenges, such as dealing with fractions. The tutorial then transitions to the elimination method, explaining how to align equations and find common multiples to eliminate variables. The video concludes with solving a system of equations using elimination, demonstrating the process of finding the intersection point of two lines.

What is the first step in solving the equation 14X - 2Y = 6 using substitution?

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Explain the elimination method and how it differs from substitution.

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How do you determine the common multiple of coefficients when using the elimination method?

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What is the result of adding or subtracting the equations 42X - 6Y = 18 and -9X + 6Y = 15?

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After finding X = 1, how do you find the value of Y?

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