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Use Kirchhoff’s rules to determine the potential difference between the points A and D when no current flows in the arm BE of the electric network shown in the figure.

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Best answer

According to Kirchhoff’s junction rule at E or B

I3 = I+ I1

Since I2 = 0 in the arm BE as given in the question

⇒ I3 = I1

Using loop rule in the loop AFEBA

+6V – 2I3 + 1V – 3I3 – I2 R1 + 3V = 0

⇒ 2I3 + 3I3 + I2R1 = 10V

Since I2 = 0, so

5I= 10V

⇒ I3 = 2 A

∴ I3 = I2 = 2 A

The potential difference between A and D, along the branch AFED of the closed circuit.

VA – 2I3 + 1V – 3 I3 – VD = 0

⇒ VA – VD = 2I3 –1 + 3I3

= 2 × 2 – 1 + 3 × 2 

= 9 V

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