Which irreducible representation of the Td point group represents the C 2s orbital in CH4?
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2s orbital being symmetric remains unchanged on Opeation of rotation axis so we can denote a
Then also being symmetric with reflection we can denote as 1
So the irreducible representation becomes a1
Which irreducible representation of the Td point group represents the C 2s orbital in CH4? a1...
The Td point group contains a triply degenerate irreducible representation. Is the above statement true or false?
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