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SOLVED: Heteronuclear diatomic MO diagram Using your knowledge of hetero-diatomic molecular orbital (MO) diagrams, answer the following questions:Rank the relative energy of the 2p orbital sets for B, O, and N:Higher Energy [Select ][Select ][Select ]Lower EnergyUsing a MO diagram, what are the highest occupied molecular orbitals (HOMOs) of the hetero-diatomic molecules BO and BN?BO HOMO [Select ]BN HOMO [Select ]
2021年10月20日
numerade.com
Consider the MO diagram below for these diatomic species. Rank the following diatomic molecules in order of bond length (from smallest t0 largest) BN' < BN < BNB) BN: < BN < BN:C) BN < BN: < BN'D) BN < BN' < BN
2021年9月24日
numerade.com
SOLVED:1.Construct a complete MO diagram for a main-group diatomicmolecule. Construct a complete molecular bond orbital diagram usingthe valence electrons for the following homonuclear diatomicmolecule/ion assigned to you. Every atomic and molecular orbitalshould be labeled and filled with the appropriate number ofelectrons. Calculate the bond order. Finally, sketch themolecular orbitals and their relative phases. (Note: Please show methe sketch)Ex. O2
2021年11月6日
numerade.com
Study the following sketch of molecular orbital (MO) in a homonuclear diatomic molecule This MO was formed by combining one 3p atomic orbital from each atom.The dark dots in this sketch are the nuclei.Now use the sketch to complete the table belowWrite the symbol for this MObonding antibondingIs this bondingantibonding MO?higher lowerWhat is the energy of this MO, compared to the energy of 3p orbital on one of the separate atoms?X2the samenot enough information to decide
2021年10月8日
numerade.com
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SOLVED: Consider the homonuclear diatomic cation, F2^2 (F: Z = 9).1. What is the bond order of the cation?2. What would be the Mulliken symbol of the lowest energy MO of F2^2 ?3. What would be the Mulliken symbol of the highest energy MO of F2^2 ?4. How many degrees of freedom does the molecule F2^2 have?5. Which of the following about F2^2 is false?A. LUMO is σ*ub. bonding e−'s = nonbonding e−'sc. it is paramagneticd. HOMO is π*g
2021年9月25日
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