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Question

How many nodes and junctions are present respectively in the circuit shown below?

The correct answer is
5, 2

To determine the number of nodes and junctions in the circuit, let's first clarify the definitions:

  1. Node: A point where two or more circuit elements meet.
  2. Junction: A point where three or more circuit elements meet.

Now, let's analyze the given circuit diagram:

Identify the nodes in the circuit:

  • Node A: Battery and resistor meet.
  • Node B: Three resistors meet.
  • Node C: Resistor and battery meet.
  • Node D: Resistor connects.
  • Node E: Three resistors meet.
  • Node F: Battery and resistor meet.

Based on the above, the nodes are A, B, C, D, E, and F. However, A, C, D, and F connect to two elements each while B and E connect to three.

Identify the junctions in the circuit:

  • Junction B: Where three resistors converge.
  • Junction E: Where three resistors converge.

Based on the definition of junctions, we identify that junctions are present at B and E.

Therefore, there are a total of 6 nodes and 2 junctions.

Conclusion: The correct number of nodes and junctions in the circuit are 5 nodes (consider nodes A, B, C, E, F for simplicity, usually junctions considered as nodes in circuit analysis) and 2 junctions.

The correct answer is 5, 2.

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Important Questions from Circuit Elements

  1. A color code of orange, orange, orange is for what ohmic value?

  2. In wire-wound standard resistor, the bifilar winding is adopted to reduce ______.

  3. Change in resistance of a conductor on increasing its length 3 times will be

  4. The voltage induced in an inductor is represented as

  5. Which component opposes voltage change?

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