If a given quantity of electricity liberates 0.65g of Zn2+, what amount of Hg2+ would be liberated by the same quantity of current?
[Zn = 65, Hg = 201]
1.00g
2.01g
4.02g
8.04g
Explanation
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Discussions (11)

g of zinc - 0.65. mass of zin 65
g of hg - x. mass of hg - 201
0.65/65 × x/201
0.65 × 201/65.
=2.01

Molar mass of Zn=65
Molar mass of Hg=201
If 0.65g of Zn+ liberates 65g of Zn then 'x'g of Hg2+ will liberate 201
Therefore, 0.65=65
x= 201
Cross multiply
201*0.65=65*x
x= 201*0.65/65
x=2.01g
Ans=B

since it is the same current that flows through them then: mass/molar mass =mass /molar mass
0.65/65=mass of hg/201
ans:2.01

m of Zn = 0.65
mm of Zn= 65
m of Hg = ?
mm of Hg=x
nF= 96500×2 = 193000(both are divalent)
m/mm = Q(it)/nF
Use Zn to find Q,then substitute the value of Q u will get for Hg
= 0.65/65 = Q/193000
CROSS MULTIPLY ✖️
125450/65 = Q
Q=1930
NOW SUBSTITUTE THAT VALUE FOR Zn USING THESAME FORMULA
m/201 = 1930/193000
CROSS MULTIPLY ✖️
m=387930/193000
= 2.01(ANS)
This is the formula I used, it's long though but this was how I understood the question.U can still stick with the shorter ones to save time.
But grab the formula.Tnks

This is very wrong and the problem actually begins with teh question cos Hg is monovalent and not trivalent. It's meant to be Hg+ and that will give you 4.02



