ABCD is a square where each side is a uniform wire of resistance `1Omega.` A point E lies on CD such that if a uniform wire of resistance `1Omega` is connected across AE and constant potential difference is applied across A and C, then B and E are equipotential. Then,

In figure. ABCD is a square where side is a uniform wire of resistance 1Omega . Find the a point E on CD such that if a uniform wire of resistance 1Omega is connected across AE and a constant potential differene is applied across A and C the points B and E are equipotential.

ABCD is a square where each side is a uniform wire of resistance 1 Omega . Find a point E on CD such that if a uniform wire of resistance 1 Omega is connected across AE and a constant potential is applied across A and C, the points B and E will be equipotential.

A coil of wire of resistance 50 Omega is embedded in a block of ice. If a potential difference of 210 V is applied across the coil, the amount of ice melted per second will be

A uniform wire of resistance 36 Omega is bent in the form of a circle. The effective resistance across the points A and B is

A uniform wire of resistance 18 Omega is bent in the form of a circle. The effective resistance across the points a and b is

If a wire of resistance 20 Omega is covered with ice and a voltage of 210 V is applied across the wire , then the rate of melting of ice is

A uniform wire os resistance 12 Omega is bent to form a circle. Effective resistance across two diametrically opposite points is

Find potential difference across the resistance 300 Omega in A and B.