Enegry associated with an electron of hydrogen atom is given by the expression

The energy of the electron in the hydrogen atom is given by the expression

The energy of the electron in the hydrogen atom is given by the expression

The energy of the electron in the hydrogen atom is given by the expression E_N=-1312/(n^2) KJ where n is an integer . The smallest amount of energy that a hydrogen atom in the ground state can absorb is

Column-II give some quantities associated with electron of hydrogen like atom. The quantities are proportional to entries given in column-I . Match the column appropriately

Column-II give some quantities associated with electron of hydrogen like atom. The quantities are proportional to entries given in column-I . Match the column appropriately

For a hydrogen atom, the energies that an electron can have are given by the expression, E=-13.58//n^(2)eV , where n is an integer. The smallest amount of energy that a hydrogen atom in the ground state can absorb is:

For a hydrogen atom, the energies that an electron can have are given by the expression, E=-13.58//n^(2)eV , where n is an integer. The smallest amount of energy that a hydrogen atom in the ground state can absorb is: