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.
(a) Show that the effective resistance between A and B is `3Omega`.

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?

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

Three resistances,each of 4 Omega , are connected in the form of an equilateral triangle.Find the effective resistance between its two corners.

A series combination of three resistances 1 Omega, 2 Omega and 3 Omega is connected with a cell of emf 1.5 V and of negligible internal resistance. What is the terminal potential difference across the third resistance?

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.

In the circuit shown the current through 2 Omega resistance is

A galvanometer of resistance 8 Omega . is shunted with 2 Omega resistance. If total current is 1 A, then what will be the shunt current?