Chapter 11: Q71P (page 263)
Titrating nicotine with strong acid.Prepare a spreadsheet to reproduce the lower curve in Figure 11-4.
Short Answer
The spreadsheet developed is shown below
Chapter 11: Q71P (page 263)
Titrating nicotine with strong acid.Prepare a spreadsheet to reproduce the lower curve in Figure 11-4.
The spreadsheet developed is shown below
All the tools & learning materials you need for study success - in one app.
Get started for freeSelect indicators from Table 11-3 that would be useful for the titrations in Figuresandand thecurve in Figure. Select a different indicator for each titration and state what color change you would use as the end point.
Calculate the pH at each of the following points in the titration of pH50.00mLof 0.0100MNaOH with 0.100MHCI . Volume of acid added: 0.00,1.00,2.00,3.00,4.00,4.50,4.90,4.99,5.00,5.01,5.10,5.50,6.00,8.00,and 10.00mL. Make a graph of pH versus volume of HCl added.
Titration on Diprotic Systems
. This problem deals with the amino acid cysteine, which we will abbreviate .
(a) A 0.0300Msolution was prepared by dissolving dipotassium cysteine, in water. Then of this solution were titrated with . Calculate the pHat the first equivalence point.
(b) Calculate the quotient in a solution of cysteinium bromide (the salt).
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?
Finding the end point from pH measurements. Here are
data points around the second apparent end point in Figure 11-5:
(a) Prepare a spreadsheet or table analogous to Figure 11-6, showing
the first and second derivatives. Plot both derivatives versus
and locate the end point in each plot.
(b) Prepare a Gran plot analogous to Figure 11-8. Use the least-squares
procedure to find the best straight line and find the end point. You will
have to use your judgment as to which points lie on the “straight” line.
What do you think about this solution?
We value your feedback to improve our textbook solutions.