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Assertion : Tropylium cation is aromatic...

Assertion `:` Tropylium cation is aromatic in nature
Reason `:` The only property that determines its aromatic behaviour
is its planar structure.

A

Statement-I is True, Statement-II is True : Statement-II is a correct explanation for Statement-I

B

Statement-I is True, Statement-II is True : Statement-II is `NOT` a correct explanation for Statement-I

C

Statement-I is True, Statement-II is False.

D

Statement-I is False, Statement-II is True.

Text Solution

AI Generated Solution

The correct Answer is:
To solve the assertion-reason question regarding the tropylium cation, we will analyze both the assertion and the reason step by step. ### Step 1: Understanding the Assertion The assertion states that the tropylium cation is aromatic in nature. - **Aromaticity Criteria**: For a compound to be aromatic, it must satisfy the following criteria: 1. It must be cyclic. 2. It must be planar. 3. It must have a continuous overlap of p-orbitals (conjugation). 4. It must follow Huckel's rule, which states that it should have \(4n + 2\) π electrons, where \(n\) is a non-negative integer. ### Step 2: Analyzing the Structure of Tropylium Cation The structure of the tropylium cation can be represented as a cyclic compound with a positive charge. - **Hybridization**: In the tropylium cation, all carbon atoms are sp² hybridized. This hybridization allows for the formation of π bonds and ensures that the compound is planar. - **Cyclic and Planar**: The structure is indeed cyclic and planar, fulfilling two of the aromaticity criteria. ### Step 3: Counting π Electrons Now, we need to check the number of π electrons in the tropylium cation. - **Double Bonds**: The tropylium cation has three double bonds, contributing a total of 6 π electrons (2 electrons from each double bond). - **Huckel's Rule**: The total π electron count of 6 fits Huckel's rule since \(n = 1\) gives \(4(1) + 2 = 6\). ### Step 4: Conclusion on Aromaticity Since the tropylium cation is cyclic, planar, has continuous p-orbital overlap, and contains 6 π electrons, we conclude that: - **Assertion**: True (Tropylium cation is aromatic). ### Step 5: Understanding the Reason The reason states that the only property that determines its aromatic behavior is its planar structure. - **Analysis of the Reason**: While a planar structure is necessary for aromaticity, it is not the only factor. The presence of a cyclic structure and the appropriate number of π electrons (following Huckel's rule) are also critical for determining aromaticity. ### Final Conclusion - **Assertion**: True - **Reason**: False Thus, the correct answer is that the assertion is true, but the reason is false.
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ALLEN-ALKENE, ALKANE & ALKYNE -EXERCISE-3
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  2. A : C(2)H(5) -""^(+)CH —C(2)H(5) . is more stable than CH(3)-""^(+)CH-...

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  3. Assertion : Tropylium cation is aromatic in nature Reason : The only...

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  4. Assertion : Benzene on heating with conc. H(2)SO(4) gives benzenesulph...

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  5. Statement-I : Chlorination of ethyl benzene with Cl(2) in presence of ...

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  6. Statement-I : Nitration of toluene is easier than benzene Because ...

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  7. Assertion (A) Friedel - Crafts reaction benzene with n - propyl chlori...

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  8. Statement-II : Most o-,P-directing substitution are deactivating. Be...

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  9. Statement-I : Nitrobenzene does not undergo Friedel-Craft's reaction. ...

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  10. Deuterium is an isotope of hydrogen.

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  11. The typical reaction of benzene and other aromatic compounds are elect...

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  12. The typical reaction of benzene and other aromatic compounds are elect...

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  13. The typical reaction of benzene and other aromatic compounds are elect...

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  14. It is not always easy to predict the position of attack on multiply su...

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  15. It is not always easy to predict the position of attack on multiply su...

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  16. It is not always easy to predict the position of attack on multiply su...

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  17. A third group is least likely to enter between two groups in the meta ...

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  18. A third group is least likely to enter between two groups in the meta ...

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  19. A third group is least likely to enter between two groups in the meta ...

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  20. A third group is least likely to enter between two groups in the meta ...

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