Which among the following is the strongest Bronsted base?

Option 1 - <p>Please consider the following figure</p> <p><img><img src="data:image/png;base64,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"></p>
Option 2 - <p>Please consider the following figure</p> <p><img><img src="data:image/png;base64,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"></p>
Option 3 - <p>Please consider the following figure</p> <p><img><img src="data:image/png;base64,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"></p>
Option 4 - <p>Please consider the following figure</p> <p><img><img src="data:image/png;base64,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"></p>
12 Views|Posted 7 months ago
Asked by Shiksha User
1 Answer
V
7 months ago
Correct Option - 4
Detailed Solution:

Due the absence of inversion and non resonating nature

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Chemistry NCERT Exemplar Solutions Class 12th Chapter Seven 2025

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