1.
50,00 mL of HCl was titrated with 0,01963M Ba(OH)2. The end point was reached
(using bromocresol green as indicator after 29,71ml Ba(OH)2 was
added. What is the concentration of the HCl ?
Answer:
Ba(OH)2 +
2HCl → BaCl2 + 2H2O
1mol Ba(OH)2 reacts with 2mmol of HCl
C HCl .V HCl = C
Ba(OH)2 . V Ba(OH)2
n HCl n Ba(OH)2
C HCl . 50,00 = 0,01963M . 29,71ml
2 1
C HCl = (29,71 x 0,01963 x 2) / 50,00
= 1,1664146
/ 50,00
= 0,023328292
M
= 0,02M
2.
A 0,8040 g sample of an iron
are is dissolved in
acid. The iron is then reduced to Fe3+ and titrated with of 0,02242 M KMnO4, 47,22 mL of titrant was added to reach the end point. Calculate the % Fe in the sample!
(BM =55.847 g/mol).
MnO4 -
+ 5Fe2+ + 8H+ → Mn2+ + 5Fe3+ + 4H2O
Answer:
stoichiometric ratio = 5 mmol Fe 2+
1 mmol KMnO4
amount KMnO4 = 47,22 ml × 0,02242 mol/L = 1,0587 mmol
amount Fe2+
= 47,22 ml × 0,02242 mol/L × 5 = 5,2934 mmol
mass Fe2+
= 5,2934 mmol × 0,055847 g/mmol = 0,2956 g
percent Fe2+ =
(47,22 x 0,02242 x 5 x 0,055847) g x 100%
0,8040 g sample
= 36.77%
3.
The CO in a 20,3L sample of gas
was converted to CO2 by passing the gas over iodine pentoxide heated
to 150℃,
I2O4 (s) + 5CO (g) → 5CO2
(g) + I2 (g)
The iodine distilled at this temperature was collected in an absorber
containing 8,25 ml of I2 was distilled and collected to
8.25 mL of 0.01101 M
I2
(aq) + 2S2O32-
(aq) → 2I-
(aq) + S4O62-
(aq)
The excess Na2S2O3 was back titrated with 2,16 ml of 0,00947 M I2
solution. Calculate the mg of CO per liter of sample. (BMCO =28.01 g/mol)
Answer:
I2O4 (s) + 5CO (g) → 5CO2
(g) + I2 (g) [CO : I2 = 5 : 1]
I2
(aq) + 2S2O32-
(aq) → 2I-
(aq) + S4O62-
(aq) [I2 : S2O32-
= 1 : 2]
[CO: S2O32-
= 5 : 2]
Mass CO = (8,25×
0,01101- 2,16×
0,00947 ×
2)×
5/2 x 28,01
20,3 L
= 0,12480525 mmol x 28,01
20,3
= 3,495795053
20,3
= 0,1722066528 mg/L
= 0,17 mg/L