Lead ions can be precipitated from solution with KClaccording to
the following reaction:
Pb2+(aq)+2KCl(aq)→PbCl2(s)+2K+(aq)
When 28.8 g KCl is added to a solution containing 25.7 gPb2+, a
PbCl2 precipitate forms. The precipitate is filtered and dried and
found to have a mass of 29.1 g .
1. Determine the limiting reactant (Pb2+ or KCL)
2. Determine theoretical yield of PbCl2
3. Determine percent yield for the reaction
m = 28.8 g KCl
MW KCl = 74.5513
mol = m/MW = 28.8/74.5513 = 0.386311 mol ofKCl
m = 25.7 g of Pb+2
MW = Pb = 207.2 g/mol
mol = 25.7 /207.2 = 0.12403474903 mol of Pb+2
ratio is 1 mol of Pb : 2 Kcl so
0.386311 mol ofKCl will need 2*0.386311 = 0.772622 mol of Pb+2; we only have 0.12403474903 mol of PB+2 so Pb+2 is limiting the reaction
1)
Pb+2 is the limiting reactant
2)
Theoretical Yield
0.12403474903 mol of Pb+2 must produce 1:1 0.12403474903 mol of PBCl2
mass PbCl2 = 0.12403474903 *278.1 = 34.494 g of PbCl2
3)
% yield = real / theoretical * 100 = 29.1/ 34.494 *100 = 84.3624% yield
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