For the given reaction

Option 1 - <p>Image 1</p> <p><img src="data:image/png;base64,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" width="117" height="128"></p>
Option 2 - <p>Image 2</p> <p><img src="data:image/png;base64,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" width="155" height="109"></p>
Option 3 - <p>Image 3</p> <p><img src="data:image/png;base64,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" width="123" height="128"></p>
Option 4 - <p>Image 4</p> <p><img src="data:image/png;base64,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" width="136" height="110"></p>
24 Views|Posted 7 months ago
Asked by Shiksha User
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1 Answer
P
7 months ago
Correct Option - 3
Detailed Solution:

This is free radical mechanism, bromination takes place at benzylic carbon (major product).

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ΔG° = –RT * 2.303 log K

–nFE° = +RT * 2.303 log K

2 * 96500 * 0.295 = 8.314 * 298 * 2.303 log10 K

10 = log10 K = 1010

It has chiral centre and differently di substituted double bonded carbon atoms.

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Chemistry Ncert Solutions Class 12th 2023

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