The conjugate base of a carbonyl compound formed by removing the α-H; negative charge delocalized between the α-carbon and the oxygen.
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Draw the resonance idea of an enolate.
C=C–O⁻ ↔ ⁻C–C=O (charge on carbon or oxygen).
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Why does using hydroxide (pKa of H₂O 15.7) to form an enolate fail to give much enolate?
Ketone α-H pKa ≈ 20 > 15.7 so Keq < 1; equilibrium lies toward the ketone, giving only a small amount of enolate.
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Why not use NH₂⁻ or other very strong bases?
They can be too nucleophilic and attack the carbonyl rather than just deprotonating.
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What is LDA and why is it used?
Lithium diisopropylamide: very strong base (conj. acid pKa ≈ 35–36) that is bulky, so it deprotonates the α-H quantitatively without acting as a nucleophile.
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Rule for predicting acid–base equilibrium direction.
Equilibrium favors the side with the weaker acid and weaker base (the acid with the higher pKa). Proton transfer goes from the stronger acid to the weaker acid.
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How do you compute Keq from pKa values?
Keq = 10^(pKa of the acid formed − pKa of the acid reacting), i.e., 10^(pKa(product acid) − pKa(reactant acid)). Keq > 1 when the product acid is the weaker one.
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Write the Henderson–Hasselbalch equation.
pH = pKa + log([A⁻]/[HA]).
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When pH = pKa what is [A⁻]/[HA]?
1 (50% HA, 50% A⁻).
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When pH is 2 units BELOW pKa, what is [A⁻]/[HA]?
0.01 (1/100): the protonated form dominates.
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When pH is 2 units ABOVE pKa, what is [A⁻]/[HA]?
100: the deprotonated form dominates.
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At the half-equivalence point of a titration, what is the pH?
pH = pKa (buffer region, 50% HA/50% A⁻).
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In the histidine titration curve, what do the flat regions (A, C, E) represent?
Half-equivalence points where pH equals each ionizable group's pKa: A ≈ 1.8 (carboxylic acid), C ≈ 6 (imidazole N–H⁺), E ≈ 9.2 (ammonium).
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Histidine has how many ionizable groups and which?