The major product in the following reaction
The major product in the following reaction
Option 1 - <p>Image 1</p>
<p><img src="data:image/png;base64,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" width="76" height="61"></p>
Option 2 - <p>Image 2</p>
<p><img src="data:image/png;base64,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" width="86" height="69"></p>
Option 3 - <p>Image 3</p>
<p><img src="data:image/png;base64,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" width="74" height="64"></p>
Option 4 - <p>Image 4</p>
<p><img src="data:image/png;base64,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" width="103" height="52"></p>
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Correct Option - 1
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Chemistry Ncert Solutions Class 12th 2023
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