Step 1: When charge is given to the inner cylinder, equal and opposite charge is induced on the inner surface of the outer cylinder. Step 2: This produces an electric field in the region between the two cylinders.
Step 3: The presence of an electric field implies a potential difference between the two cylinders.
Step 4: • If charge is given only to the outer cylinder, the inner region remains field-free.
• A line charge on the axis produces equal potential on both cylinders.
• Same charge density on both cylinders results in no field between them.
Hence, only option (A) is correct.
Two charges, \( q_1 = +3 \, \mu C \) and \( q_2 = -4 \, \mu C \), are placed 20 cm apart. Calculate the force between the charges.
You are given a dipole of charge \( +q \) and \( -q \) separated by a distance \( 2l \). A sphere 'A' of radius \( R \) passes through the centre of the dipole as shown below and another sphere 'B' of radius \( 2R \) passes through the charge \( +q \). Then the electric flux through the sphere A is