The features of polar bonds can be illustrated by considering HF. The general form of the molecular orbital is y = GHY + GỰF, where y, is an H1s orbital and ựe is an F2p, orbital (with z along the internuclear axis, the convention for linear mol- ecules). The relevant data are leV Egglev H 13.6 0.75 F 17.4 3.40 Calculate the energies and coefficients of the bonding and antibonding orbitals made from this combination of atomic orbitals in HF.

Question
The features of polar bonds can be illustrated by considering
HF. The general form of the molecular orbital is y = GHY +
GỰF, where y, is an H1s orbital and ựe is an F2p, orbital (with
z along the internuclear axis, the convention for linear mol-
ecules). The relevant data are
leV
Egglev
H
13.6
0.75
F
17.4
3.40
Calculate the energies and coefficients of the bonding and
antibonding orbitals made from this combination of atomic
orbitals in HF.
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Transcribed Image Text

The features of polar bonds can be illustrated by considering HF. The general form of the molecular orbital is y = GHY + GỰF, where y, is an H1s orbital and ựe is an F2p, orbital (with z along the internuclear axis, the convention for linear mol- ecules). The relevant data are leV Egglev H 13.6 0.75 F 17.4 3.40 Calculate the energies and coefficients of the bonding and antibonding orbitals made from this combination of atomic orbitals in HF.