Equivalence of Resistors

Circuit: 1

Circuit: 2

Circuit: 3

Circuit: 4

In all the above circuits, there are three resistors each of resistance 1 Ω 1 \Omega . Let R e q 1 R_{eq_1} , R e q 2 R_{eq_2} , R e q 3 R_{eq_3} and R e q 4 R_{eq_4} be the equivalent resistances of the circuit 1 1 , 2 2 , 3 3 and 4 4 respectively.

What is the correct statement about their equivalent resistances?

R e q 3 < R e q 2 < R e q 4 < R e q 1 R_{eq_3} \lt R_{eq_2} \lt R_{eq_4} \lt R_{eq_1} R e q 3 < R e q 4 < R e q 2 < R e q 1 R_{eq_3} \lt R_{eq_4} \lt R_{eq_2} \lt R_{eq_1} R e q 1 < R e q 2 < R e q 3 < R e q 4 R_{eq_1} \lt R_{eq_2} \lt R_{eq_3} \lt R_{eq_4} R e q 4 < R e q 3 < R e q 2 < R e q 1 R_{eq_4} \lt R_{eq_3} \lt R_{eq_2} \lt R_{eq_1} R e q 4 < R e q 2 < R e q 3 < R e q 1 R_{eq_4} \lt R_{eq_2} \lt R_{eq_3} \lt R_{eq_1}

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1 solution

Equivalent resistance of Circuit 1 is 3 ohms.

Equivalent resistance of Circuit 2 is 2/3 ohms.

Equivalent resistance of Circuit 3 is 1/3 ohms.

Equivalent resistance of Circuit 4 is 3/2 ohms.

Therefore, equivalent resistance of Circuit 1>4>2>3.

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