Reference no: EM13897363
1. Give the structures of all possible products when 3-bromopentane reacts by the E2 mechanism.
2. Ethers and alcohols can be isomeric. Write the structures, and give names for all possible isomers with the molecular formula C4H10O.
3. Using a Grignard reagent and the appropriate aldehyde or ketone, show how each of the following can be prepared.
a. 2-pentanol
b. 3-phenyl-3-hexanol
4. Give the structure of each product
a.
![](data:image/png;base64,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)
b. CH3CH2CH2CH2OH
Jones'
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAD8AAAAMCAIAAABa0/KLAAABMklEQVRIidXUP2uDQBzG8XsHLmLegTjqlFcjwSBChghJ/0ptLITDLbMhS8BF30M2EWJbS+s5iDoLcuQ1tENK6KnNDR1qPvMzfIf7Hfi8ZOC/A/6k1/VZlsmybNv24XDoHPS6Ps/z4XAoSZKiKJvNpiiKxuC7vqqqNE33+30URc9dXs56pYlp3lqSJPE8j+M4AAAAQBCEyWTium4cxxhjon63261WK13X5/P5VZdr0g3NLc0d6Z5kGMZyuRyPxwzDgB8Gg8FsNgvDkKgPgsBxHNM0Lct66mKRFjSPJJPmoQVCqKpqo55l2el0GgQBUY8xLssSIZT+Ap2V0Hy0vNMghHzfP70cnuc1Tdtut1EU1XVN1PfT8WpFURyNRuv1Os/zxqDX9ccfE0J4OtOGXtdTXXb9FyVRnTv0M6kNAAAAAElFTkSuQmCC)
Reagent
c. 2-butanone + HCN ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAD8AAAAMCAIAAABa0/KLAAABMklEQVRIidXUP2uDQBzG8XsHLmLegTjqlFcjwSBChghJ/0ptLITDLbMhS8BF30M2EWJbS+s5iDoLcuQ1tENK6KnNDR1qPvMzfIf7Hfi8ZOC/A/6k1/VZlsmybNv24XDoHPS6Ps/z4XAoSZKiKJvNpiiKxuC7vqqqNE33+30URc9dXs56pYlp3lqSJPE8j+M4AAAAQBCEyWTium4cxxhjon63261WK13X5/P5VZdr0g3NLc0d6Z5kGMZyuRyPxwzDgB8Gg8FsNgvDkKgPgsBxHNM0Lct66mKRFjSPJJPmoQVCqKpqo55l2el0GgQBUY8xLssSIZT+Ap2V0Hy0vNMghHzfP70cnuc1Tdtut1EU1XVN1PfT8WpFURyNRuv1Os/zxqDX9ccfE0J4OtOGXtdTXXb9FyVRnTv0M6kNAAAAAElFTkSuQmCC)
5. In each of the following pairs of acids, which would be expected to be stronger, and why?
a. p-BrC6H4CO2H or m-BrC6H4CO2H
b. b. CH3CH2CHBrCO2H orCH2BrCH2CH2CO2H
6. Write out all the steps in the mechanism for ammonolysis of butyl benzoate.
7. Complete the following equations.
![](data:image/png;base64,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)
8. Tell which is the stronger base and why: ammonia or dimethylamine?