Solving a system of equations with an inconsistent solution graphing

The video tutorial explains how to graph two linear equations, Y = -3X and Y = -3X + 2, highlighting that both have the same slope, making them parallel lines. Since parallel lines never intersect, the system of equations is inconsistent, meaning there is no solution. The tutorial guides viewers through graphing these lines, identifying intercepts, and understanding the implications of parallel slopes.

What are the equations being graphed in the lesson?

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Explain why the lines being graphed are parallel.

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What does it mean for a solution to be inconsistent in the context of these graphs?

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Describe the process of graphing the first equation step by step.

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How do you determine the Y-intercept of the second equation?

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