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Determine the value of equivalent resistance across nodes A and B.
Question

Determine the value of equivalent resistance
across nodes A and B.

A.

3 Ω

B.

1.5 Ω

C.

2.5 Ω

D.

4.5 Ω

Correct option is A

As capacitor behaves like an open circuit and inductor as a short circuit for d.c. respectively. The given circuit reduces to–


Above bridge circuit is at balanced condition. Thus

RAB=(3+3)(3+3)=66=6×66+6=3 Ω\mathbf{R_{AB}} = (3 + 3) \parallel (3 + 3) = 6 \parallel 6 \\[8pt]\quad = \frac{6 \times 6}{6 + 6} = 3 \ \Omega

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