When doing a titration of a polyprotic acid, one starts with a solution of the polyprotic acid in a flask and incrementally adds titrant (strong base such as NaOH) to the solution. The pH can be calculated at various points in the titration, starting with zero added titrant. Some very useful points are the half-equivalence point, the first equivalence point, half way to the second equivalence point and the second equivalence point.
Using the system of 25.0 mL of 0.050 M malonic acid, H₂C₃H₂O₄ titrated with 0.025 M NaOH, calculate the pH at the following points:
First person: zero added NaOH (initial point in the titration)
Second person: first half equivalence point
Third person: first equivalence point
Fourth person: second half equivalence point
Fifth person: second equivalence point
Sixth person: after adding 150 mL of the NaOH
If we finish with this, I will put up a second system.
pH = 2.1?
ReplyDeleteYeah!! I was beginning to wonder if I had it wrong from the other answers that were being posted.
Deletefirst half equivalence point, pH = 2.9?
ReplyDelete–log of 1.5x10^-3 = 2.82
ReplyDeleteI will continue to check anyone's work that wants to work on this before the exam.
ReplyDeleteI believe that once broken down, the Henderson-Hasselbach derives that the average of pKa1+pKa2 will give the first equivalence point. Soooo.... 1/2[-log(1.5*10^-3) + -log(2.0*10^-6)]= 4.26
ReplyDeleteYou are correct Jack.
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