The mean free path of conduction electorns in copper is about `4xx10^(-8)`m. for a copper block, find the electric field which can give, on an average, 1eV energy to a conduction electron.

The mean free path of conduction electrons in copper is about 4 xx 10^(-8)m . Find the electric field which can give, on an avrage, 2 eV energy to a conduction electron in a block of copper.

The mean free path of conduction electrons in copper is about 4 xx 10^(-8) m . Find the electric field which can give 2 eV energy (on the average) to a conduction electron in a copper block.

The mean free path of conduction electron in a metallic block is 5xx10^(-6) m the block is placed in an electric field of 5xx10^(+7) v m^(-1) calculate the energy of the conduction electron in the block

The mean free path of electrons in a metal is 4 xx 10^(-8)m The electric field which can give on an average 2eV energy to an electron in the metal will be in the units V//m

The mean free path of electrons in a metal is 4 xx 10^(-8)m The electric field which can give on an average 2eV energy to an electron in the metal will be in the units V//m

The mean free path of electrons in a metal is 4 xx 10^(-8)m The electric field which can give on an average 2eV energy to an electron in the metal will be in the units V//m

The mean free path of electrons in a metal is 4 xx 10^(-8)m The electric field which can give on an average 2eV energy to an electron in the metal will be in the units V//m

The mean free path of a conduction electron in a metal is 5 xx 10^(-8) m . The electric field, required to be applied across the conductor so as to impart 1eV energy to the conduction electron , will be