Atoms more complicated than hydrogen have more than one proton in their nucleus. Let Z stands for the number of protons in a nucleus. Also imagine that an atom loses all but one of its electrons so that it changes into a positively charged ion with just one electron. Bohr.s formula for the energy levels of the hydrogen atom can easily be changed to apply to such ions. It becomes E_m = (-Z^2 e^4 m_e)/(8 epsi_0^2 h^2 n^2), where m= mass of electron , e= change of electron, n = orbit number. The ionization potential of Het in ground state is

Atoms more complicated than hydrogen have more than one proton in thei

1.	Atoms more complicated than hydrogen have more than one proton in their nucleus. Let Z stands for the number of protons in a nucleus. Also imagine that an atom loses all but one of its electrons so that it changes into a positively charged ion with just one electron. Bohr.s formula for the energy levels of the hydrogen atom can easily be changed to apply to such ions. It becomes E_m = (-Z^2 e^4 m_e)/(8 epsi_0^2 h^2 n^2), where m= mass of electron , e= change of electron, n = orbit number. The ionization potential of Het in ground state is
Answer» `2427 KJ MOL^(-1)` `5249 kJ mol^(-1)` `7116 kJ mol^(-1)` `9811 kJ mol^(-1)` ANSWER :A