Our base choice determines how much of the original acid is left in solution at equilibrium. This will have significant consequences during our discussion of the Aldol and Claisen reactions. For each of the reactions below determine which is the most acidic proton in the first molecule. Assign a pKa value to at least the most acidic proton. Draw the expected conjugate base and acid. Assign a pKa value to the conjugate acid then determine the approximate position of the equilibrium (towards the starting material, towards the product, or near the middle - for example there would be a significant amount of starting material and product at equilibrium). Then predict the product of the reaction of the conjugate base with the reagent over the next arrow. An example is provided below. Alcohol 16 Alcohol 16 HO st pKa = Most acidic HO 10 Phenol 38 Amine Albuterol pKa 10 stronger acid OH NaOCH HO HOCH₂ 16 pKa 16 weaker acid favored at equilibrium Difference in pKa values = 6 = 6 orders of magnitude difference therefore >99% of molecules look like product, very little neutal phenol and NaOCH, would be present in solution. OH HO 305x

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5. Our base choice determines how much of the original acid is left in solution at equilibrium. This will have
significant consequences during our discussion of the Aldol and Claisen reactions. For each of the reactions
below determine which is the most acidic proton in the first molecule. Assign a pKa value to at least the most
acidic proton. Draw the expected conjugate base and acid. Assign a pKa value to the conjugate acid then
determine the approximate position of the equilibrium (towards the starting material, towards the product, or near
the middle - for example there would be a significant amount of starting material and product at equilibrium).
Then predict the product of the reaction of the conjugate base with the reagent over the next arrow. An example is
provided below.
Alcohol
16
Lowest pKa =Most acidic
Alcohol
OH
OH
16
OH
NaOCH3
Br
HO
HOCH
HO
HO
HO
16
10
Phenol
38
Amine
Albuterol
pKa 10
stronger acid
pka 16
weaker acid = favored at equilibrium
Difference in pKa values = 6 = 6 orders of magnitude difference
therefore >99% of molecules look like product,
very little neutal phenol and NaOCH, would be present in solution.
Transcribed Image Text:5. Our base choice determines how much of the original acid is left in solution at equilibrium. This will have significant consequences during our discussion of the Aldol and Claisen reactions. For each of the reactions below determine which is the most acidic proton in the first molecule. Assign a pKa value to at least the most acidic proton. Draw the expected conjugate base and acid. Assign a pKa value to the conjugate acid then determine the approximate position of the equilibrium (towards the starting material, towards the product, or near the middle - for example there would be a significant amount of starting material and product at equilibrium). Then predict the product of the reaction of the conjugate base with the reagent over the next arrow. An example is provided below. Alcohol 16 Lowest pKa =Most acidic Alcohol OH OH 16 OH NaOCH3 Br HO HOCH HO HO HO 16 10 Phenol 38 Amine Albuterol pKa 10 stronger acid pka 16 weaker acid = favored at equilibrium Difference in pKa values = 6 = 6 orders of magnitude difference therefore >99% of molecules look like product, very little neutal phenol and NaOCH, would be present in solution.
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