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en esta gráfica, marcar los puntos -4/3 Y 
y 4/3 Y

To assist you with marking the points \((-4/3, y)\) and \((4/3, y)\) on the graph, I need to:

1. Identify the correct lines corresponding to the points where \(x = -4/3\) and \(x = 4/3\).
2. Calculate the respective \(y\)-values on those lines.

Let me analyze the graph and equations provided.Here are the calculated \(y\)-values for \(x = -4/3\) and \(x = 4/3\) on the given lines in the graph:

1. For \(x = -4/3\):
   - **Line \(y = 3x + 4\)**: \(y = 0\)
   - **Line \(y = -x - 2\)**: \(y \approx -0.67\)
   - **Line \(y = 2x - 6\)**: \(y \approx -8.67\)
   - **Line \(y = \frac{x}{2}\)**: \(y \approx -0.67\)

2. For \(x = 4/3\):
   - **Line \(y = 3x + 4\)**: \(y = 8\)
   - **Line \(y = -x - 2\)**: \(y \approx -3.33\)
   - **Line \(y = 2x - 6\)**: \(y \approx -3.33\)
   - **Line \(y = \frac{x}{2}\)**: \(y \approx 0.67\)

Would you like me to mark these points on the graph or provide further explanations?

Learn how to mark points \((-\frac{4}{3}, y)\) and \((\frac{4}{3}, y)\) on a graph by solving equations and determining the corresponding y-values. This detailed guide includes step-by-step calculations for lines intersecting at \(x = -\frac{4}{3}\) and \(x = \frac{4}{3}\), suitable for high school students studying coordinate geometry and graphing.

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