In: Chemistry
Determine the w/w% of chloride in unknown.
6.4923g of AgNO3 is dissolved in 500mL of water producing a 0.076438M solution.
1.4838g of CaCl2 is dissolved into 250mL of water producing a 5.3479x10^(-2)M solution.
10.00mL pipette is calibrated to 9.927mL
25.00mL pipette is calibrated to 25.163mL
Each of th five flasks contains 25.163mL of the CaCl2 solution
For the unknown each of the five flasks contains 25.163mL
Titrations
CaCl2 STD | Starting vol | End vol |
1 | .26 | 37.58 |
2 | 1.44 | 36.71 |
3 | .87 | 36.14 |
4 | 1.05 | 37.80 |
5 | 1.22 | 36.51 |
UNKNOWN
Unknown | starting vol | end vol |
1 | 1.20 | 24.14 |
2 | .94 | 23.19 |
3 | .65 | 23.93 |
4 | .61 | 22.84 |
5 | .84 | 23.03 |
The first titrations of each round were rough titrations and should not be included
Titration : Unknown
Run 2. moles of AgNO3 used = 0.076438M x (23.19 - 0.94) ml = 1.70 mmol
moles of CaCl2 reacted = 1.70/2 = 0.85 mmol
concentration [CaCl2] in unknown = 0.85 mmol/25.163 ml = 0.034 M
CaCl2 = 0.034 x 110.98 = 3.77 g
1 CaCl2 has 2 Cl in it
[Cl] in unknown = 2 x 0.034 mol/L x 35 g/mol = 2.38 g
w/w% Cl = (2.38/3.77) x 100 = 63.13%
Similarly for other runs calculation is done,
Run 3. moles of AgNO3 used = 0.076438M x (23.93 - 0.65) ml = 1.78 mmol
moles of CaCl2 reacted = 1.78/2 = 0.89 mmol
concentration [CaCl2] in unknown = 0.89 mmol/25.163 ml = 0.035 M
CaCl2 = 0.035 x 110.98 = 3.88 g
1 CaCl2 has 2 Cl in it
[Cl] = 2 x 0.035 mol/L x 35 g/mol = 2.45 g
w/w% Cl = (2.45/3.88) x 100 = 63.14%
Run 4. moles of AgNO3 used = 0.076438M x (22.84 - 0.61) ml = 1.70 mmol
moles of CaCl2 reacted = 1.7/2 = 0.85 mmol
concentration [CaCl2] in unknown = 0.85 mmol/25.163 ml = 0.034 M
CaCl2 = 0.034 x 110.98 = 3.77 g
[Cl] = 2 x 0.034 mol/L x 35 g/mol = 2.38 g
w/w% Cl = (2.38/3.77) x 100 = 63.13%
Run 5. moles of AgNO3 used = 0.076438M x (23.03 - 0.84) ml = 1.70 mmol
moles of CaCl2 reacted = 1.70/2 = 0.85 mmol
concentration [CaCl2] in unknown = 0.85 mmol/25.163 ml = 0.034 M
CaCl2 = 0.034 x 110.98 = 3.77 g
[Cl] = 2 x 0.034 mol/L x 35 g/mol = 2.36 g
w/w% Cl = (2.36/3.77) x 100 = 62.60%