Identify the major product formed in the following sequence of reactions:

Option 1 - <p><strong>Image 1</strong></p> <p><strong><img src="data:image/png;base64,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"></strong></p>
Option 2 - <p><strong>Image 2</strong></p> <p><strong><img src="data:image/png;base64,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"></strong></p>
Option 3 - <p><strong>Image 3</strong></p> <p><strong><img src="data:image/png;base64,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"></strong></p>
Option 4 - <p><strong>Image 4</strong></p> <p><strong><img src="data:image/png;base64,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"></strong></p>
17 Views|Posted 8 months ago
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1 Answer
P
a month ago
Correct Option - 3
Detailed Solution:

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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 Exemplar Solutions Class 12th Chapter Thirteen 2025

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