no grade put in your notebook as a separate page entitled P
Solution
Calculations for preparing the buffer solution can be done by using the Henderson-Hasselbalch Equation
This is a two-component buffer system meaning that the weak acid and its conjugate base are added separately.
pH = pKa + log [A] / [HA]
7.00 = 6.80 + log [A] / [HA]
0.18 = log [A] / [HA]
1.5137 = [A] / [HA]
Since [A] / [HA] = 1.5137,
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2. Calculate the decimal fraction (part/whole) of each buffer component. A = 1.5137 / (1.000 + 1.5137) = 1.5137/ 2.5137= 0.6022, HA = 1.000 / 2.5137= 0.3978
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3. Find the molarity (M) of each component in the buffer by simply multiplying the molarity of the buffer by the decimal fraction of each component. 100 mM = 0.01M,
MA- = 0.01M x 0.6022 = 0.006022M
MHA = 0.01M x 0.3978 = 0.003978M
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4. Calculate the moles of each component in the buffer. Moles = Molarity x Liters of buffer moles of A- = 0.006022M x 0.5L = 0.003011 moles
moles of HA = 0.003978M x 0.5L = 0.001989 moles
5. Calculate the amount of each A and HA required
Amount of A = 0.003011 x 141.96 = 0.42744 g
Amount of HA = 0.001989 x 119.98 = 0.2386g
Where A is sodium phosphate monobasic
Where HA is sodium phosphate dibasic
Mix the required amount of sodium phosphate and make up the solution up to 500 ml. you will get the required buffer solution of pH 7.0
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Amount required for preparing 6 mM solution of L-DOPA is
Amount required will be 0.006 M x 197.19 = 1.183 g for i litre of the solution.
For 100 ml the amount required will be 0.118 g of L-DOPA.
Take 0.118 g of L-DOPA and make the volume to 100ml by using the previously prepared buffer solution.

