Solving systems of equations tutorial with substitution

The video tutorial explains how to solve systems of equations using the substitution method. It begins by discussing the importance of isolating a variable, either X or Y, and then substituting its value into another equation. The tutorial covers the steps involved in solving for a variable, dealing with fractions, and using the distributive property. It also highlights the process of combining like terms and finding the intersection point of two systems, which is expressed as a coordinate point.

What is the first step to solve for X or Y in the given equations?

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Explain the process of substituting the value of one variable into another equation.

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What do you get when you add 6 to both sides of the equation 16Y = 38?

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How do you find the value of Y after solving the equation?

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What does the substitution method tell us about the systems of equations?

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