Calculate energy of the electron in the fifth Bohr orbit of H-atom.
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- Chapter 9, Problem 11P Textbook Problem Calculate the energy of an electron in the 1s energy level in a hydrogen atom.(a) If an electron makes a transition from the n = 6 Bohr orbit to the n = 2 orbit, determine the wavelength of the photon created in the process. 416 nm (b) Assuming that the atom was initially at rest, determine the recoil speed of the hydrogen atom when this photon is emitted.For atomic hydrogen calculate the frequency of the photon released when an electron makes a transition from the 4th state to the 2nd state.
- For a hydrogen atom in its ground state, use the Bohr model to compute the orbital speed of the electron.An electron within the hydrogen atom "falls" from energy level 10 to energy level 3. Using the Rydberg Equation calculate the wavelength (in nm) of the emitted photon.Using the Bohr model find the ionization energy of the ground He+ ion