For all of the following questions 20.00 mL of 0.192 M HBr is
titrated with 0.200 M KOH.
Region 1: Initial pH: Before any titrant is added to our starting
material
What is the concentration of H+ at this point in the
titration?
M
What is the pH based on this H+ ion concentration?
Region 2: Before the Equivalence Point 10.13 mL of the 0.200 M KOH
has been added to the starting material.
Complete the BCA table below at this point in the titration. (Be
sure to use moles)
HBr (aq) KOH (aq) → H2O
(l) KBr (aq)
B
NA
C
NA
A
NA
From the moles of HBr left after the reaction with KOH what will
the pH be at this point in the titration?
Region 3: Equivalence Point
What volume of the titrant has been added to the starting material
at the equivalence point for this titration?
mL
At the equivalence point an equal number of moles of OH- and H+
have reacted, producing a solution of water and salt. What affects
the pH at this point for a strong-acid/strong-base titration?
The basicity of the salt anion
The acidity of the salt cation
None of these
The auto-ionization of water
Region 4: After the Equivalence Point 30.99 mL of the 0.200 M
KOH has been added to the starting material
Complete the BCA table below at this point in the titration. (Use
moles)
HBr (aq) KOH (aq) → H2O
(l) KBr (aq)
B
NA
C
NA
A
NA
From the moles of KOH remaining after the reaction with HBr what is
the pOH at this point in the titration?
Calculate the pH of the solution from the pOH found in the previous
step
millimoles of HBr = 20 x 0.192 = 3.84
a) before addition of any KOH
[HBr] = 0.192 M
[H+] = 0.192 M
pH = -log [H+] = -log (0.192)
pH = 0.72
b) region 2
millimoles of KOH = 0.20 x 10.13 = 2.03
here millimoles of HBr > millimoles of KOH
[H+] = 3.84 - 2.03 / 10.13 + 20 = 0.060 M
pH = -log (0.060)
pH = 1.22
region 3 :
this is equivalence point .
At equivalence point ,
pH = 7.00.
volume of titrant added = 19.2 mL
region 4 )
millimoles of KOH = 6.20
millimoles of KOH > millimoles of HBr
[OH-] = 6.20 - 3.84 / (20 + 30.99) = 0.0462
pOH = -log (0.0462)
pOH = 1.33
pH = 12.66
Get Answers For Free
Most questions answered within 1 hours.