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Titration on Diprotic Systems

11-28 . A solution containing 0.100M glutamic acid (the molecule with no net charge) was titrated to its first equivalence point with0.0250MRbOH.

(a) Draw the structures of reactants and products.

(b) Calculate the at the first equivalence point.

Short Answer

Expert verified

(a) The structures of reactants and products is

(b) The pH at the first equivalence point is 7.13

Step by step solution

01

Titration of Diprotic Systems

  • Titration of a diprotic acid with a specified quantity of NaOH solution
  • Diprotic acid's molecular weight (or molar mass) is expressed in grams per mole.
  • You can determine the original acid sample's mass in grams by weighing it.
  • The volume of NaOH titrant required to achieve the first equivalence point can be used to calculate moles.
02

Determine the structures of reactants and products

(a)

Reaction of glutamic acid and RbOH = 7.13 their structures are:

03

Determine the  of the first equivalence point

We have a titration of glutamic acid with a strong base ( RbOH ).

The pKa values of glutamic acid can be found in the appendix G .

We can calculate at the first equivalence point by using the following equation:

pH=12·pKa2+pKa3pH=12·4.30+9.96pH=7.13

The pH at the first equivalence point is 7.13

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Most popular questions from this chapter

A weak acidHApKa=5.00was titrated with1.00MKOH. The acid solution had a volume of100.00mland100.00mlthe molarity of0,100M. Find the pH at the following volumes of base added and make a graph of pH versus Vb:Vb=0,1,5,9,9,9,10,10.1and 12ml .

The balance says that you have weighed out 1.023 g of tris to

standardize a solution of HCl. Use the buoyancy correction in Section 2-3 and the density in Table 11-4 to determine how many grams you have really weighed out. The volume of HCl required to react with the tris was 28.37 mL. Does the buoyancy correction introduce a random or a systematic error into the calculated molarity of HCl? What is the magnitude of the error expressed as a percentage? Is the calculated molarity of HCl higher or lower than the true molarity?

Effect of pKb in the titration of weak base with strong acid.Using the appropriate equation in Table 11-5, compute and plot a family of curves analogous to the left part of Figure 11-3 for the titration of 50.0 mL of 0.020 0 M B (pKb = -2.00, 2.00, 4.00, 6.00, 8.00, and 10.00) with 0.100 M HCl. (The value pKb = -2.00 represents a strong base.) In the expression forαBH+,KBH+=KwKb

Titration on Diprotic Systems

11-27. Consider the titration of 50.0mL of 0.100M sodium glycinate, H2NCH2CO2Na, with 0.100MHCI.

(a) Calculate the pH at the second equivalence point.

(b) Show that our approximate method of calculations gives incorrect (physically unreasonable) values of pH atVa=90.0 and Va=101.0mL.

The balance says that you have weighed out 1.023 g of tris tostandardize a solution of HCl. Use the buoyancy correction in Section 2-3 and the density in Table 11-4 to determine how many grams you have really weighed out. The volume of HCl required to react with the tris was 28.37 mL. Does the buoyancy correction introduce a random or a systematic error into the calculated molarity of HCl? What is the magnitude of the error expressed as a percentage? Is the calculated molarity of HCl higher or lower than the true molarity?

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