A hydrogen atom eigenstate is sliced by a plane and its cross-section has nodes as indicated in the diagram shown here. If this shows all of the possible nodes in the electronic wave function, which orbital is this? O4d 3d 3f 5d 4f
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- Calculate the Landé factors gj of the base states of the following atoms: nickel (3d³4s²), molybdenum (4d55s) and gadolinium (4ƒ75d6s²). Make a diagram of the behavior of the energy levels as a function of the external magnetic field for small fields.Could you please explain the given solution ?da=do= 4) For the following d hydrogenic wavefunctions, find the magnitude and the z component of the orbital angular momentum. You can give your results in terms of h. اور اہل = 1 √2 16t i√2 i√2 Final (d₁2+ d_2) = (165) R₁2(r) (x²- y²)/r² 151/2 1/2 R₁2(r) (3cos²0-1)=(16) R2(1)(32²-7²)/² 1/2 (d+2-d-2)= (15) Rm2(7)xy/² =(d. 1+d-1)= (d_1-d-1)=- 1/2 1/2 (15) R₁2 (r)yz/r² 10 June 2011 1/2 (45) * Ru2(1) 2x/r²
- https://www.compadre.org/PQP/applications/prob14_6.cfm The animation depicts two 100-gram spheres connected by a spring with k = 200 N/m (position given in meters and time is given in seconds). Determine the quantum number associated with the angular momentum state shown.Write down the ground state electronic structure for Rb by inserting the correct integer numbers in the boxes below. Leave a box empty, or insert a zero if you want to indicate no electrons occupy that specific orbital. You can look at the Periodic Table (Section 5.4 of Unit 21) to establish the number of electrons in Rb. 1s 2s 2p 3s 3p 4s 3d 4p 5s 4d Select from the list below one element that you expect would have similar chemical properties to Rb. ○ Li Mg OCI B S AsAnswer all subparts or leave for someone else to answer