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Original Question
A current of 4.60 A is passed through a Pb(NO3)2 solution for 1.20 hours. How much lead is plated out of the solution?Asked by Janavi
A current of 3.40 A is passed through a Ni(NO3)2 solution for 1.80 hours. How much nickel is plated out of the solution?
Answers
Answered by
Devron
Current=charge/time (s)
Where
current=3.40A
Convert hr to seconds (s):
1.80hrs*(60 min/1 hr)*(1 min/60s)= time in s
Solve for charge:
seconds*current=charge (C)
1 mole of e^-s=9.65 x 10 4 C
Solve for moles:
C*(1 mole/9.65 x 10 4 C)=moles of Ni(NO3)2
Solve for mass:
moles of Ni(NO3)2*(182.703 g/mole)= mass of Ni(NO3)2
Where
current=3.40A
Convert hr to seconds (s):
1.80hrs*(60 min/1 hr)*(1 min/60s)= time in s
Solve for charge:
seconds*current=charge (C)
1 mole of e^-s=9.65 x 10 4 C
Solve for moles:
C*(1 mole/9.65 x 10 4 C)=moles of Ni(NO3)2
Solve for mass:
moles of Ni(NO3)2*(182.703 g/mole)= mass of Ni(NO3)2
Answered by
DrBob222
Note that there are two mols of electrons and you must take that into account. A minor problem is that you will not plate out Ni(NO3)2 but Ni metal.
Answered by
Devron
Dr. Bob222 caught that for me. Look for **** for corrections.
Current=charge/time (s)
Where
current=3.40A
Convert hr to seconds (s):
1.80hrs*(60 min/1 hr)*(1 min/60s)= time in s
Solve for charge:
seconds*current=charge (C)
1 mole of e^-s=9.65 x 10^4 C
Solve for moles:
**** C*(1 mole/9.65 x 10^4 C)=moles of e^-s
**** The half reaction is the following:
Ni2+ + 2e ---> Ni
So, 2 moles of e^- is needed for 1 mole of Ni:
Solve for moles of Ni:
**** moles of e^-s*(1 mole of Ni/2 mole of e^-)= moles of Ni
Solve for mass:
**** moles of Ni*( 58.69 g/mole)= mass of Ni
Dr. Bob222 is correct: the question states Ni not Ni(NO3)2.
Current=charge/time (s)
Where
current=3.40A
Convert hr to seconds (s):
1.80hrs*(60 min/1 hr)*(1 min/60s)= time in s
Solve for charge:
seconds*current=charge (C)
1 mole of e^-s=9.65 x 10^4 C
Solve for moles:
**** C*(1 mole/9.65 x 10^4 C)=moles of e^-s
**** The half reaction is the following:
Ni2+ + 2e ---> Ni
So, 2 moles of e^- is needed for 1 mole of Ni:
Solve for moles of Ni:
**** moles of e^-s*(1 mole of Ni/2 mole of e^-)= moles of Ni
Solve for mass:
**** moles of Ni*( 58.69 g/mole)= mass of Ni
Dr. Bob222 is correct: the question states Ni not Ni(NO3)2.
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