Which of the following is most stable?

Option 1 - <p><strong>Image 1</strong></p> <p><img><img src="data:image/png;base64,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"></p>
Option 2 - <p><strong>Image 2</strong></p> <p><img src="data:image/png;base64,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"><img></p>
Option 3 - <p><strong>Image 3</strong></p> <p><img><img src="data:image/png;base64,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"></p>
Option 4 - <p><strong>Image 4</strong></p> <p><img><img src="data:image/png;base64,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"></p>
13 Views|Posted 8 months ago
Asked by Shiksha User
The question is closed for answering
1 Answer
P
8 months ago
Correct Option - 1
Detailed Solution:

Aromatic species are most stable, here

Thumbs Up IconUpvote Thumbs Down Icon

Taking an Exam? Selecting a College?

Get authentic answers from experts, students and alumni that you won't find anywhere else.

On Shiksha, get access to

66K
Colleges
|
1.2K
Exams
|
6.9L
Reviews
|
1.8M
Answers

Learn more about...

Chemistry NCERT Exemplar Solutions Class 12th Chapter Four 2025

Chemistry NCERT Exemplar Solutions Class 12th Chapter Four 2025

View Exam Details

Most viewed information

Summary

Share Your College Life Experience

Didn't find the answer you were looking for?

Search from Shiksha's 1 lakh+ Topics

or

Ask Current Students, Alumni & our Experts

Have a question related to your career & education?

or

See what others like you are asking & answering