A network of resistances is connected to a 16V battery with internal resistance of 1`Omega` as shown in Fig.
Compute the equivalent resistance of the network

A network of resistances is connected to a 16V battery with internal resistance of 1W as shown in Fig. Obtain the voltage drops VAB, VBC and VCD.

With two resistances 2 Omega and 3 Omega In parallel a third resistance of 4 Omega is connected in series.Find their equivalent resistance.

A cell of emf 1.4V and internal resistance 2 Omega is connected in series with a resistance of 100 Omega and an ammeter. The resistance of the ammeter is 4/3 Omega .To measure the potential difference between the two ends of the resistance a voltmeter is connected IF the reading of the voltmeter is 1.10V, what will be its error?

A cell of emf 1.4V and internal resistance 2 Omega is connected in series with a resistance of 100 Omega and an ammeter. The resistance of the ammeter is 4/3 Omega .To measure the potential difference between the two ends of the resistance a voltmeter is connected IF the reading of the ammter is 0.02 A.what is the resistance of the voltmeter?

A cell of emf 1.4V and internal resistance 2 Omega is connected in series with a resistance of 100 Omega and an ammeter. The resistance of the ammeter is 4/3 Omega .To measure the potential difference between the two ends of the resistance a voltmeter is connected .Draw the circuit

There are 14 resistances each of magnitude 1 Omega . Keeping three of them in series in each row,four rows are arranged in parallel. The remaining two resistances are connected in series with the previous combination.Determine the equivalent resistance of the whole network.

A coil of resistance 2Omega is immersed in 1 kg of water and is connected to the terminals of the battery of internal resistance 4Omega and emf 6 volt for 3 minutes. The increase in temperature of water is

An infinite ladder network of resistances is constituted with 1Omega and 2Omega resistances as shown. The 6v battery between A and B has negligible internal resistance. What is the current that passes through the 2Omega resistance nearest to the battery?

If 4 equal resistances each of magnitude 10 Omega be connected in parallel, then equivalent resistance the combination will be

The equal resistances, 400 Omega each are connected in series with a 8V battery. IF the resistance of first one increases by 0.5%, the charge required in the resistance of the second one in order to keep the potential difference across it unaltered is to