Question types

Electro Chemistry question types

258 questions across 9 question groups — pick any mix to generate a Chemistry paper with step-by-step answer keys.

258
Questions
9
Question groups
5
Question types
Sample Questions

Electro Chemistry questions

One sample from each question group in this chapter. Select any group above to see the full set with answer keys.

If an iron rod is dipped in $CuSO _4$ solution, then blue colour of the solution turns red.
Reason (R): Iron is more reactive than copper and so iron displaces copper from $CuSO _4$ solution.
(a) Both A and R are correct and R is the correct explanation of A
(b) Both A and R are wrong
(c) A is correct but R is wrong
(d) A is wrong but R is correct
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The cell potential of mercury cell is 1.35V which remains constant.
Reason (R): In mercury cell, the electrolyte is a paste of KOH and ZnO.
(a) Both A and R are correct, but R is not the correct explanation of A
(b) Both A and R are correct, but R is the correct explanation of A
(c) A is wrong but R is correct
(d) A is correct but R is wrong
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As a lead storage battery gets discharged. density of electrolyte present in it decreases.
Reason (R): Lead and Lead dioxide both react with sulphuric acid to form lead sulphate.
(a) Both A and R are correct
(b) A is correct but R is wrong
(c) A is wrong but R is correct
(d) Both A and R are wrong.
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Copper Sulphate can be stored in a Zinc vessel.
Reason (R): Zinc is less reactive than Copper.
(a) Both A and R are correct
(b) Both A and R are wrong
(c) A is correct but R is wrong
(d) A is wrong but R is correct
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Current stops flowing when $E _{\text {cell }}=0$
Reason $(R)$ : At $E_{c e l l}=0$, Equilibrium of the cell reaction is attained.
(a) Both A and R are correct
(b) Both $A$ and $R$ are wrong
(c) A is correct but R is wrong
(d) A is wrong but R is correct
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Reduction potential of two metals $M_1$ and $M_2$ are $E _{ M _1^{2+} \mid M _1}^0$ = −2.3 V and $E _{ M _2^{2+} \mid M _2}^0$ = 0.2 V. Predict which one is better for coating the surface of iron.
Given: $E _{ Fe ^{2+} \mid Fe }^0$ = −0.44 V
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Is it possible to store copper sulphate in an iron vessel for a long time?

Given: $E _{ Cu ^{2+} \mid Cu }^0$ = 0.34 V and $E _{ Fe ^{2+} \mid Fe }^0$ = −0.44 V

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Ionic conductance at infinite dilution of $Al ^{3+}$ and $SO _4^{2-}$ are 189 and $160 mho ^{-2}$ equiv ${ }^{-1}$. Calculate the equivalent and molar conductance of the electrolyte $Al _2\left( SO _4\right)_3$ at infinite dilution.
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A copper electrode is dipped in 0.1 M copper sulphate solution at 25°C. Calculate the electrode potential of copper.
[Given: $E _{ Cu ^{2+} \mid Cu }^0$ = 0.34 V]

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ElectrolyteBattery
(i) $NH _4 Cl + ZnCl _2+ H _2 O$(a) Mercury button cell
(ii) Paste of $KOH$ and $ZnO$(b) Lithium - ion battery
(iii) $38 \%$ by mass of $H _2 SO _4$(c) Leclanche cell
(iv) Lithium salt in an organic solvent(d) Lead storage battery
Code:ABCD
$i$.cadb
ii.dcba
iii.abcd
iv.bdac
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(i) $Zn$-anode, Graphite-cathode with $MnO _2$(a) Lithium - ion battery reer
(ii) $Zn$ amalgamated with mercurry anode, sama $HgO$ mixed with graphite cathode(b) Leclanche cell
(iii) Spongy lead anode, lead plate bearing $PbO _2$(c) Mercury button cell
(iv) Porous graphite anode, $CoO _2$ cathode(d) Lead storage battery
Code:ABCD
$i$.bcdb
ii.abba
iii.dacd
iv.cdac
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(i) Li-ion battery(a) Pacemakers
(ii) Mercury button cell(b) Fuel cell
(iii) Lead storage battery(c) Cell phone
(iv) $H _2- O _2$ cell(d) Inverter
Code:ABCD
$i$.abcd
ii.dcba
iii.bdac
iv.cadb
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(i) Cell constant(a) $S m ^2 mol ^{-1}$
(ii) equivalent conductance(b) $Sm ^{-1}$
(iii) Molar conductance(c) $Sm ^2 g eq ^{-1}$
(iv) Specific conductance(d) $m ^{-1}$
Code:ABCD
$i$.abcd
ii.dcba
iii.bdac
iv.cadb
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The conductivity of a $0.01 M$ solution of a $1: 1$ weak electrolyte at $298 K$ is $1.5 \times 10^{-4} S cm ^{-1}$
i) molar conductivity of the solution
ii) degree of dissociation and the dissociation constant of the weak electrolyte
Given that
$
\begin{aligned}
& \lambda_{\text {cation }}^{\circ}=248.2 S cm ^2 mol ^{-1} \\
& \lambda_{\text {anion }}^{\circ}=51.8 S cm ^2 mol ^{-1}
\end{aligned}
$

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$8.2 \times 10^{12}$ litres of water is available in a lake. A power reactor using the electrolysis of water in the lake produces electricity at the rate of $2 \times 10^6$ $Cs ^{-1}$ at an appropriate voltage. How many years would it like to completely electrolyse the water in the lake? Assume that there is no loss of water except due to electrolysis.
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