What is the major product of the following reaction?
What is the major product of the following reaction?
Option 1 - <p><strong>Image 1</strong></p>
<p><strong><img 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" width="116" height="74"></strong></p>
Option 2 - <p><strong>Image 2</strong></p>
<p><strong><img src="data:image/png;base64,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" width="122" height="80"></strong></p>
Option 3 - <p><strong>Image 3</strong></p>
<p><strong><img src="data:image/png;base64,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" width="127" height="67"></strong></p>
Option 4 - <p><strong>Image 4</strong></p>
<p><strong><img src="data:image/png;base64,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" width="120" height="91"></strong></p>
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Correct Option - 2
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Chemistry NCERT Exemplar Solutions Class 12th Chapter Two 2025
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