The two conducting spherical shells are joined by a conducting wire and cut after some time when charge stops flowing. Find out the charge on each sphere after that.

When two charged conductors are joined by a thin conducting wire, charge flows from one to the orhter, until

Figure shows three concentric conducting spherical shells with inner and outer shells earthed and the middle shell is given a charge q . Find the charge distribution of sphere

Column-I gives certain situations involving two thin conducting shells connected by a conducting wire via a key K. In all situation one sphere has net charge +q and other sphere has no net charge. After the key K is pressed, column-II gives some resulting effect.

Column-I gives certain situations involving two thin conducting shells connected by a conducting wire via a key K. In all situation one sphere has net charge +q and other sphere has no net charge. After the key K is pressed, column-II gives some resulting effect.

Column-I gives certain situations involving two thin conducting shells connected by a conducting wire via a key K. In all situation one sphere has net charge +q and other sphere has no net charge. After the key K is pressed, column-II gives some resulting effect.

When two charged conductors are connected by a conducting wire, then charge will not flow if the conductors are of

Statement-1 : If two concentric conducing sphere which are connected by a conducting wire. No charge can exist on inner sphere. Statement-2: When charge on outer sphere will exist then potential of inner shell and outer shell will be same.

Statement-1 : If two concentric conducing sphere which are connected by a conducting wire. No charge can exist on inner sphere. Statement-2: When charge on outer sphere will exist then potential of inner shell and outer shell will be same.

Statement-1 : If two concentric conducing sphere which are connected by a conducting wire. No charge can exist on inner sphere. Statement-2: When charge on outer sphere will exist then potential of inner shell and outer shell will be same.

A solid metallic sphere of radius a is surrounded by a conducting spherical shell of radius b(bgt a ). The solid sphere is given a charge Q. A student measures the potential at the surface of the solid sphere as V and the potential at the surface of spherical shell as V_b . After taking these readings, he decides . to put charge of -4Q on the shell. He then noted the readings of the potential of solid sphere and the shell and found that the potential difference is /_\V . He then connected the outer spherical shell to the earth by a conducting wire and found that the charge on the outer surface of the shell as He then decides to remove the earthing connection from the shell and earthed the inner solid sphere. Connecting the inner sphere with the earth he observes the charge on the solid sphere as q_2 . He then wanted to check what happens if the two are connected by the conducting wire. So he removed the earthing connection and connected a conducting wire between the solid sphere and the spherical shelll. After the connections were made he found the charge on the outer shell as q_3 . Potential difference (/_\CV) measured by the student between the inner solid shere and outer shell after putting a charge -4Q is