If an orbital electron of the hydrogen atom jumps from the groud state to a higher energy state, its orbital value. If the radius of the electron orbit in the ground state is `r`, then the radius of the new orbit would be:

If an orbital electron of the hydrogen atom jumps from the groud state to a higher energy state, its orbital value where its velcoity is reduced to half its initial value.. If the radius of the electron orbit in the ground state is r , then the radius of the new orbit would be:

The electron in a hydrogen atom jumps from ground state to the higher energy state where its velcoity is reduced to one-third its initial value. If the radius of the orbit in the ground state is r the radius of new orbit will be

The electron in a hydrogen atom jumps from ground state to the higher energy state where its velcoity is reduced to one-third its initial value. If the radius of the orbit in the ground state is r the radius of new orbit will be

The orbital electron of the hydrogen atom jumps from the ground state to a higher energy state and its orbital velocity is reduced to one third of its initial value. If the radius of the orbit in the ground state is r, then what is the radius of the new orbit ?

In hydrogen atom , electron excites from ground state of higher energy state and its orbital velocity is reduced to ((1)/(3))^(rd) of its initial value . The radius of the orbit in the ground state is R . The radius of the orbit in that higher energy state is ...

The radius of the orbit of an electron in the ground state of hydrogen atom is a_0 . Then

Find out the wavelength of the electron orbiting in the ground state of hydrogen atoms.