Please answer it within 30 minutes.I will upvote!Please explain the reason behind the correct optionWhat is "excluded" by the Pauli exclusion principle? 1)certain values of angular momentum 2)precise values of both position and momentum 3)electrons in the same quantum state 4)none of the above

According to Pauli exclusion principle state that No two electrons have same set of quantum…

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The K series of the discrete spectrum of tungsten contains wavelengths of 0.0185 nm, 0.0209 nm, and 0.0215 nm. The K-shell ionization energy is 69.5 keV. Determine the ionization energies of the L, M, and N shells. Step 1 Characteristic x-rays of the K series are produced when an electron in an upper energy level of a many- electron atom drops down to fill a vacancy in the K (n = 1) shell. Assuming that the given wavelengths are the three longest wavelengths in the K series of tungsten, the transitions that produce them are from the N (n 4) shell to the K shell, from the M (n = 3) shell to the K shell, and from the L (n = 2) shell to the K shell, respectively. These transitions are shown in the energy level diagram, where 1, = 0.0185 nm, = 0.0209 nm, and 13 12 EK = 0.0215 nm. If the ionization energy of the K shell is 69.5 keV, then = -69.5 keV. En N shell EM M shell EL L shell Ex- K shell The photon produced in a transition from an initial state to a final state has energy hc Ephoton…
Solve the following exercises; document each step of the process. 1) Find ⟨?⟩ and ⟨?^2⟩ for an electron in the ground state of hydrogen; give your result in terms of the Bohr radius.
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The Bohr model predicts that the Hydrogen electron can only have allowed energies En where n2 n = 1,2,3,... and R>0 is a constant called the Rydberg energy constant. Explain briefly why the energy is negative and discuss the limit energy as n becomes large. S General\All Employees (unrestricted) * Accessibility: Good to go D. Focus


1)	certain values of angular momentum

2)	precise values of both position and momentum

3)	electrons in the same quantum state

4)	none of the above

answer it within 30 minutes.I will upvote! Please explain the reason behind the correct option What is "excluded" by the Pauli exclusion principle? 1) certain values of angular momentum 2) precise values of both position and momentum 3) electrons in the same quantum state 4) none of the above