1.) Which form of molecule A is the most stable (1, 2, or 3)? Provide a graphical (i.e. figures not graphs) provide an explanation for your answer.
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)
2.) Enamines are generally reactive toward electrophiles. For example, compound E reacts with HBr at room temperature. Surprisingly, enamine F is unreactive with HBr even at 150 °C. Provide a rationale forthis difference in reactivity.
![](data:image/png;base64,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)
3.) The cis isomer of 1,2-azodifluoride (below) is more stable than the trans isomer by 3 kcal/mol. Explain this difference.
![](data:image/png;base64,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)