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In Section 5.6, we learned that triple bonds are stronger and shorter than single bonds. For example, a C−CC−C single bond has an average bond energy of 347 kJ/molekJ/mole, while a C≡CC≡C triple bond has an average bond energy of 837 kJ/molekJ/mole. Use valence bond theory to explain why a triple bond is not simply three times as strong as a single bond.

User Todd Vance
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Final answer:

A C≡C triple bond is not simply three times as strong as a C-C single bond because it consists of one σ bond and two π bonds, with the π bonds being inherently weaker due to less orbital overlap. The overall bond strength increases with each additional pi bond, but not in a directly proportional manner.

Step-by-step explanation:

The reason a C≡C triple bond is not simply three times as strong as a C-C single bond can be explained using valence bond theory. In a single bond, two atoms are joined by one pair of electrons using a σ (sigma) bond, which is characterized by a head-on overlap of atomic orbitals and allows for the most overlap between bonding electrons, leading to a strong bond.

In a triple bond, there is one σ bond and two π (pi) bonds. The π bonds result from the side-to-side overlap of p orbitals and are inherently weaker compared to a sigma bond because of less orbital overlap. Therefore, while a triple bond is stronger overall due to the accumulation of one sigma and two pi bonds, the individual pi bonds contribute less to the strength than a sigma bond, resulting in a bond energy that is not exactly three times that of a single bond.

For instance, a C-C single bond averages 347 kJ/mol, and adding a pi bond increases the strength by 267 kJ/mol. A second pi bond adds a further 225 kJ/mol. Clearly, each addition is not simply doubling or tripling the strength of the bond, reflecting the different contributions of sigma and pi bonds.

User Monokrome
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Answer:the strength of a bond depends on the amount of overlap between the atoms.

Explanation:the greater the overlap the greater the strength of the bond.

User Nitech
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