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How many seconds does it take to deposit 65.5g ofZn on a steel gate when21.0A is passed through a ZnSO4solution?

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Step by step solution

01

Calculating the time

A current of 21.0A(A=C/s)is passed through a ZnSO4solution.

We need to find the time (in seconds) it takes to deposit 65.5gof Zn.

ZnSO4→Zn2++SO42-

The half-reaction for Zn2+reduction is

Zn2++2e-→Zn

- Here we can see that for every mole of Zndeposited, we need 2moles of electrons.

The number of moles of Zndeposited is (the molar mass of Znis 65.38g/mol)

MolesZndeposited=65.5g65.38=1.002molZn

Hence, the number of moles of electrons is

Molese-=1.002molZn×2mole-1molZn=2.004mole-

02

Calculating deposit time

- Faraday constant: charge of a mole of electrons F=96485C/mol-

Now, we will calculate the charge, using the Faraday constant

Charge = Moles e-×F

=2.004mol-×96485Cmol-=193355.94C

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Most popular questions from this chapter

When zinc is refined by electrolysis, the desired half reaction at the cathode is:

Zn2 +(aq) + 2e-→Zn(s)

A competing reaction, which lowers the yield, is the formation of hydrogen gas:

2H+(aq) + 2e-→H2(g)

If 91.50%of the current flowing results in zinc being deposited, while8.50% produces hydrogen gas, how many litres ofH2 , measured at STP, form per kilogram of zinc?

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(f) The cell electrolyte provides a solution of mobile electrons.

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