A certain AB4 molecule has a seesaw shape: From which of the fundamental geometries shown in Figure 9.3 could you remove one or more atoms to create a molecule having this seesaw shape? [Section 9.1]
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Textbook Solutions for Chemistry: The Central Science
Question
Carbon monoxide, \(\mathrm{CO}\), is isoelectronic to \(\mathrm{N} 2\).
(a) Draw a Lewis structure for \(\mathrm{CO}\) that satisfies the octet rule.
(b) Assume that the diagram in Figure 9.46 can be used to describe the \(\mathrm{MOs} \text { of } \mathrm{CO}\). What is the predicted bond order for \(\mathrm{CO}\)? Is this answer in accord with the Lewis structure you drew in part (a)?
(c) Experimentally, it is found that the highest-energy electrons in \(\mathrm{CO}\) reside in a
\(\sigma-t y p e \mathrm{MO}\). Is that observation consistent with Figure ? If not, what modification needs to be made to the diagram? How does this modification relate to Figure 9.43?
(d) Would you expect the \(\pi_{2 p} \text { MOs of } \mathrm{CO}\) to have equal atomic orbital contributions from the
\(\mathrm{C} \text { and } \mathrm{O}\) atoms? If not, which atom would have the greater contribution?
Solution
The first step in solving 9 problem number trying to solve the problem we have to refer to the textbook question: Carbon monoxide, \(\mathrm{CO}\), is isoelectronic to \(\mathrm{N} 2\). (a) Draw a Lewis structure for \(\mathrm{CO}\) that satisfies the octet rule. (b) Assume that the diagram in Figure 9.46 can be used to describe the \(\mathrm{MOs} \text { of } \mathrm{CO}\). What is the predicted bond order for \(\mathrm{CO}\)? Is this answer in accord with the Lewis structure you drew in part (a)? (c) Experimentally, it is found that the highest-energy electrons in \(\mathrm{CO}\) reside in a \(\sigma-t y p e \mathrm{MO}\). Is that observation consistent with Figure ? If not, what modification needs to be made to the diagram? How does this modification relate to Figure 9.43? (d) Would you expect the \(\pi_{2 p} \text { MOs of } \mathrm{CO}\) to have equal atomic orbital contributions from the \(\mathrm{C} \text { and } \mathrm{O}\) atoms? If not, which atom would have the greater contribution?
From the textbook chapter Molecular Geometry and Bonding Theories you will find a few key concepts needed to solve this.
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