Find V1 & V2 with Nodal Voltage Analysis

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To find V1 and V2 using nodal analysis, voltages at nodes are defined as Vx and Vy. Applying Kirchhoff's Current Law (KCL) at node 1 leads to the equation (Vx-240)/3 + (Vx-Vy)/6 + 10=0. The discussion raises a question about the correct labeling of Vx at a node without elements and confirms that referencing Vx to the lower node is appropriate. This approach is validated as a good choice for clarity in analysis. Understanding these principles is crucial for successful nodal voltage analysis.
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Homework Statement


Find V1 and V2 by Nodal Analysis

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Homework Equations

The Attempt at a Solution


In order to find V1 and V2, I will have to define voltages at node 1 and node 2 as Vx and Vy, so that when I apply KCL at node 1, I will get:

(Vx-240)/3 + (Vx-Vy)/6 + 10=0

While there is a 30 Ohm resistor at node 2 where I can label the voltage Vy, where should I label the voltage Vx when there is no element? Is this the right way to label the voltage Vx:

Final.png


And if it is the right way, what is the logic?
 
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I would draw an arrow and label that, but yes, this is the right approach if you want to reference your Vx to the lower node (a good choice).
 

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