Question

What mass of Cr(s) (in g) may be electrodeposited from application of a 0.436 A current...

What mass of Cr(s) (in g) may be electrodeposited from application of a 0.436 A current to a solution of Cr3+(aq) over 3.57 min?

Homework Answers

Answer #1

The electrochemical reation at the cathode will be:

Cr(3+) + 3e(-) = Cr

this means, chromium ions in solution will deposit out as chromium metal on the cathode when three electrons per chromium ion are passed into solution.

Using Faraday's equation; W= (I*t*A)/n*F

where,

  • W = weight of electrodeposited metal in grams.
  • I = current in coulombs per second.
  • t = time in seconds.
  • A = atomic weight of the metal in grams per mole.
  • n = valence of the dissolved metal in solution in equivalents per mole.
  • F = Faraday's constant in coulombs per equivalent. F = 96,485.309 coulombs/equivalent.

W= (0.436*(3.57*60)*54.94)/(3*96485.309) = 0.017726 grams.

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