Which one of the following compounds in inactive towards SN1 reaction?
Which one of the following compounds in inactive towards SN1 reaction?
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 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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>
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Chemistry NCERT Exemplar Solutions Class 12th Chapter Ten 2025
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