What are the degeneracies of the first four energy levels for a particle in a three-dimensional box with a = b = 1.4c? 1 2 first energy level (lowest) second energy level third energy level 1 fourth energy level (highest) 3
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- : Write out the electronic configuration of the ground state for fluorine (Z = 9). 015²25²2pl 15²2522p³ 15²25²2p4 O 16²25²2p5Question 3 (a) Calculate the energy and angular momentum of a hydrogen atom in the 6f state. Write the angular momentum as a multiple of ħ. (b) The orbital angular momentum of a hydrogen atom is 2.572 x 1034 J-s. what is the atom's minimum possible energy? (c) What is the maximum possible angular momentum L of a hydrogen atom if its energy is -0.544 eV? Your answer should be written as a multiple of ħ.The kinetic energy operator in 3-D is: a. Î= – Invalid element O b. O C. O d. T= ħ2² 2m - ·D2 ħ 2m ħ 2m V V
- An electron is orbiting in the n = 3 orbit of an hydrogen atom. It is promoted by absorption of light energy to the n = 4 level. The Rydberg constant is R = 1.097 x 107 m-1. What is the wavelength of the light absorbed? Select one: a. 427 nm b. 1.094 μm c. 1.875 μm d. 763 nmWhat is the binding energy for an electron in the ground state in the following hydrogen-like atoms? a) For: He++ (Z=2) E1 = ______ eV b) For: Li2+2+ (Z=3) E1= ________ eV