- For each reaction in #3 above, predict the potentials from the data obtained and found in
Table 4 and compare it to the measured values found in Table 5.
Redox Rxn Predicted Voltages Measured Voltage
()aq+ ()aq
Cu ++Fe Cu Fe
()ss()
(^22) " + 0.99 + (−0.55) = 0.44 0.50
()aq+ ()aq
Pb++Mg Pb Mg
()ss()
(^22) " + 0.48 + 0.60 = 1.08 1.00
()aq+ ()aq
Cu ++Pb Cu Pb
()ss()
(^22) " + 0.99 + (−0.48) = 0.51 0.51
- Using the Nernst equation, predict the expected voltage of the cell which contained the
0.0100 M Cu2+(aq)solution and compare it to the actual voltage obtained.
()aq ()aq +
Zn Cu ++Zn Cu
()ss()
+^22 " E°= 1.00 V
.
[]
EE log.. log[ ]
n QV Cu
0 0592 100 Zn
2
0 0 0592
2
2
==-- +
+
== 100 ..VV-0 0592. 2 log0 0100.^1094
This compares favorably to the 1.01 V that was actually measured.
- Using the data from the cell containing the unknown Ag+(aq)solution, calculate the Ksp
of AgCl.
()aq ()aq +
Zn 22 Ag++Zn Ag
()ss()
+^22 " E°= 1.56V
+ + 2 e.
.
:
:.
..
ox Zn Zn E V
red Ag e Ag E V
EE E V V V
076
076
080
080 156
() ()
() ()
s aq ox
aq s red
ox red
"^2
"
=
=+ =
+=
++
+-
%
%
%%%
..
[ ]
EE log log[]
n QE Ag
0 0592 Zn
2
0 0592
2
==^00 --^2
+
+
...
[]
log
Ag
091 156=-0 0592 2 1 + 2
]
.
]
.
[[
log
Ag Ag
(^11) ++ 22 ==21 959" 9 1 10# (^21) [Ag+] = 1.0 × 10 –11
KAgCl 1010 11010sp==[][].+-_ ###--^11 i ^h=.^11
The actual Kspfor AgCl is 1.56 × 10 –10at 25ºC.
- From the data on the cell containing the Cu2+(aq)and NH3(aq)mixture, write the reaction and
determine the formation constant, Kfand compare it to the accepted value for Kfof
2 × 1013 M–4.
()aq ()aq +
Zn Cu ++Zn Cu
()ss()
+^22 " E = 0.56 V; E°= 1.10 V
In a 6.0 M NH 3 solution, most of the Cu2+(aq)will combine with NH 3 to form Cu(NH 3 ) 4 2+(aq)
as evidenced by the magnitude of Kf.
Cu^2 +]aqg+ 4 NH (^33) ]aqg?Cu NH^ h 42 +]aqg
Part III: AP Chemistry Laboratory Experiments