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Question

Question: The equivalent resistance between *A* and *B* in the circuit shown will be <img src="https://cdn.pu...

The equivalent resistance between A and B in the circuit shown will be

A

54r\frac{5}{4}r

B

65r\frac{6}{5}r

C

76r\frac{7}{6}r

D

87r\frac{8}{7}r

Answer

87r\frac{8}{7}r

Explanation

Solution

In the circuit, by means of symmetry the point C is at zero potential. So the equivalent circuit can be drawn as

Req=(8r32r)=87rR_{eq} = \left( \frac{8r}{3}||2r \right) = \frac{8}{7}r