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Can someone explain to me how to do the reducible representation reduction? Consider the group theoretical approach to drawing the MO diagram for BH3, which
Can someone explain to me how to do the reducible representation reduction? 
Consider the group theoretical approach to drawing the MO diagram for BH3, which has D3h symmetry. Following our steps to do this, determine the following. a. Number of valence orbitals in Group 1 (on the B atom): b. Group 1 (B) orbitals \& symmetries: a1 c. Group 2 (the sigma bonding of the three H atoms to the B ) reducible representation: Group 2 reducible representation reduction: 2A1+3E+2A2+E Consider the group theoretical approach to drawing the MO diagram for BH3, which has D3h symmetry. Following our steps to do this, determine the following. a. Number of valence orbitals in Group 1 (on the B atom): b. Group 1 (B) orbitals \& symmetries: a1 c. Group 2 (the sigma bonding of the three H atoms to the B ) reducible representation: Group 2 reducible representation reduction: 2A1+3E+2A2+E Step by Step Solution
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Fundamentals Of General Organic And Biological Chemistry
Authors: John E. McMurry, Carl A. Hoeger, Virginia E. Peterson, David S. Ballantine
7th Edition
978-0321750839, 0321750837
