When a certain amount of current is passed into the AuCl3 solution, which is in an electrolyte cell with Au as the electrode. After 10.0 min, the mass of the cathode increased by 2 g. Calculate the amount of current consumed (given 96.487 C = 1F and Au ≈ 197).
a.
2.4 A
b.
6.2 A
c.
7.2 A
d.
4.9 A
e.
3.2 A
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Answer: Cell B: Ag
+
+e
−
⇌Ag at cathode.
1 mole (108 g) of Ag is deposited by 96500 C.
1.45 g of Ag will be deposited by
108
96500×1.45
=1295.6C.
Now,
Q=It
1295.6=1.5×t
t=864s
Cell A: Zn
2+
+2e
−
→Zn
2 moles of electrons (2×96500 C of current) produces 1 mole (63.5 g) of zinc.
1295.6 C of electricity will deposit
2×96500
65.3
×1295.6=0.438 g of zinc
Cell C: Cu
2+
+2e
−
→Cu
2 moles of electrons (2×96500 C) of current will produce 1 mole (63.5 g) of Cu.
1295.6 C of current will deposit
2×96500
63.5×1295.6
=0.426g of copper
Explanation:
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