
Electrochemical equivalent of $Cu$ in the reaction
$C{u^{ + 2}} + 2{e^ - } \to Cu$ is:
A.$\dfrac{{63.5}}{{96.5}}$
B.$\dfrac{{63.5}}{{96500 \times 2}}$
C.$\dfrac{{63.5 \times 2}}{{96500}}$
D.$\dfrac{{96500}}{{63.5 \times 2}}$
Answer
509.1k+ views
Hint: We have to know that, the electrochemical comparable at times contracted $Eq$ or $Z$, of a substance component is the mass of that component (in grams) shipped by $1$ coulomb of electric charge. What could be compared to a component is estimated with a voltmeter.
Complete answer:
We have to know that, the electrochemical equivalent of a substance is the mass of the substance saved to one of the cathodes when a current of one ampere is passed for one second, for example an amount of power of one coulomb is passed.
We have to know that copper is a substance component with the symbol $Cu$ and nuclear number $29$. It is a delicate, moldable, and bendable metal with high warm and electrical conductivity.
The equation for discovering electrochemical comparable is as per the following:
$Z = \dfrac{M}{q}$
Where,
$M$ = The mass of the substance,
$q$ = the charge passed.
Since,
$q = It$
Where,
$I$ = the current applied,
$t$ = time,
We likewise have,
$Z = \dfrac{M}{{It}}$
If,
$q = 1$coulomb’s
$I = 1$ampere
$t = 1$second.
By using the following expression,
${\text{Electrochemical equivalent = }}\dfrac{{{\text{Equivalent mass}}}}{F} = Z$
Here, the equivalent mass of copper has to be first calculated,
$Equivalent{\text{ mass of copper = }}\dfrac{{Molarmass}}{{valency}}$
Where, the molar mass of copper $M$ is $63.5$ and the valency is two.
$\dfrac{{Molar Mass}}{{valency}} = \dfrac{M}{2} = \dfrac{{63.5}}{2}$
Then,
$F = 96500$
Applying all the values in the electrochemical equation,
$Z = \dfrac{{63.5}}{{2 \times 96500}}$
Hence, option (B) is correct.
Note:
We have to know that a newly uncovered surface of unadulterated copper has a pinkish-orange tone. Copper is utilized as a conveyor of warmth and power, as a structure material, and as a constituent of different metal combinations, like authentic silver utilized in gems, cupronickel used to make marine equipment and coins, and constantan utilized in strain checks and thermocouples for temperature estimation.
Complete answer:
We have to know that, the electrochemical equivalent of a substance is the mass of the substance saved to one of the cathodes when a current of one ampere is passed for one second, for example an amount of power of one coulomb is passed.
We have to know that copper is a substance component with the symbol $Cu$ and nuclear number $29$. It is a delicate, moldable, and bendable metal with high warm and electrical conductivity.
The equation for discovering electrochemical comparable is as per the following:
$Z = \dfrac{M}{q}$
Where,
$M$ = The mass of the substance,
$q$ = the charge passed.
Since,
$q = It$
Where,
$I$ = the current applied,
$t$ = time,
We likewise have,
$Z = \dfrac{M}{{It}}$
If,
$q = 1$coulomb’s
$I = 1$ampere
$t = 1$second.
By using the following expression,
${\text{Electrochemical equivalent = }}\dfrac{{{\text{Equivalent mass}}}}{F} = Z$
Here, the equivalent mass of copper has to be first calculated,
$Equivalent{\text{ mass of copper = }}\dfrac{{Molarmass}}{{valency}}$
Where, the molar mass of copper $M$ is $63.5$ and the valency is two.
$\dfrac{{Molar Mass}}{{valency}} = \dfrac{M}{2} = \dfrac{{63.5}}{2}$
Then,
$F = 96500$
Applying all the values in the electrochemical equation,
$Z = \dfrac{{63.5}}{{2 \times 96500}}$
Hence, option (B) is correct.
Note:
We have to know that a newly uncovered surface of unadulterated copper has a pinkish-orange tone. Copper is utilized as a conveyor of warmth and power, as a structure material, and as a constituent of different metal combinations, like authentic silver utilized in gems, cupronickel used to make marine equipment and coins, and constantan utilized in strain checks and thermocouples for temperature estimation.
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