In a Wheat stone.s network four resistors with resistances P,Q,R and S are connected in a cyclic order. Write the balancing condition of the network.

Write the balanced condition of Wheatstone's network.

In a balanced Wheatstone’s network the resistances in the arms Q and S are interchanged. As a result

Four resistors of resistances 2Omega, 4Omega, 6Omega and 2Omega are connected in a cyclic order of a Wheatstone's network. What resistance should be connected with 2Omega in the arm AD so as to balance the network?

A network of resistors is connected to a 12V battery as shown in the figure. Calculate the equivalent resistance of the network.

Four resistors 4Omega, 8Omega, 18Omega and 6Omega are connected in a cyclic order to form a Wheatstone's network. How and what value of resistance should be connected in the 18Omega branch to balance the network?

Four resistors of resistances 2Omega, 1Omega, 3Omega, 4Omega are arranged in a cyclic order to form a Wheatstone's network ABCD. The junctions B and D are connected to a galvanometer of resistance 2Omega . A current of 0.1 A enters the junction 'A'. Calculate the current in the galvanometer.

Four resistors R_(1) , R_(2) , R_(3) and R_(4) are connected in parallel . The resultant resistance R is

P, Q, S, R are four resistances arranged in a cyclic order in a Wheatstone's network. Under a balanced condition, what will be the potential difference between the junction of P and Q and Rand S?

P, Q, R and S are four resistors of resistances 2, 2, 2 and 3 ohm respectively and are arranged to form a Wheatstone bridge network. Calculate the resistance with which the resistor S must be shunted in order that the bridge may be balanced.