Henderson Hasselbalch Buffers and Volumes

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To prepare an acetate buffer with a pH of 4.99 using 725 mL of a 0.55 M acetic acid solution, the ratio of acetate (A-) to acetic acid (HA) must be calculated using the Henderson-Hasselbalch equation. The required ratio is determined to be 1.70 based on the pKa of acetic acid, which is 4.76. The moles of acetic acid present in the solution are calculated to be approximately 0.3988 mM. The user is advised to correctly apply the algebraic expressions for A- and HA to find the volume of 1.30 M NaOH needed, as the initial calculations contained algebraic errors. Correctly substituting the values into the equations will yield the desired volume for buffer preparation.
Meadow_Lark
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Homework Statement



You have 725 mL of an 0.55 acetic acid solution. What volume (V) of 1.30 M NaOH solution must you add in order to prepare an acetate buffer of pH = 4.99? ( The pKa of acetic acid is 4.76.)
[/B]

Homework Equations



pH = pKa + log A/HA

Ratio of A- to HA = 10^(pH-pKA)[/B]

The Attempt at a Solution



- pH = pKa + log A/HA
- Ratio A/HA = 10^(pH-pKA) = 10^(4.99-4.76) = 1.70
- Mols of acid = 0.725 mL * 0.55 M = 0.3988 mM
- HA = (0.3988 - 1.30 * V) / (0.725 + V)
- A- = (1.30 * V) / (0.725 + V)
- A-/HA = (1.30 * V) / (0.725 + V) = 0.3988 = (1.30 * V) / (0.725 + V)

It has been a while since I've had general chemistry, and now I'm taking biochemistry and need to review acids, buffers, pH, pKa, molarity and volumes. I get to the last step and from here I completely forget what to do. Any help/hints would be appreciated.
 
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Meadow_Lark said:
pH = pKa + log A/HA

OK

Ratio A/HA = 10^(pH-pKA) = 10^(4.99-4.76) = 1.70

OK

Mols of acid = 0.725 mL * 0.55 M = 0.3988 mM

Yes and no - watch your units.

HA = (0.3988 - 1.30 * V) / (0.725 + V)

OK

A- = (1.30 * V) / (0.725 + V)

OK

A-/HA = (1.30 * V) / (0.725 + V) = 0.3988 = (1.30 * V) / (0.725 + V)

No. But the mistake has nothing to do with the chemistry, just check your algebra. You started right with the A-/HA ratio, but instead of plugging correct formulas/numbers (which you correctly calculated earlier) you did something strange. Plug them as it should be done and solve for V, that's all.
 

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