A Sample of M2O3 weighing 11.205g is converted to 15.380g of MCL3, where M is the unknown metal, then what is the identity of M? (answer is Au, but how?)
The balanced reaction to convert M2O3 into MCl3
2 M2O3 + 6 Cl2 = 4 MCl3 + 3 O2
Let the Molecular weight of M = x g/mol
Molecular weight of M2O3 = (2x + 48) g/mol
Molecular weight of MCl3 = (x + 106.5) g/mol
From the stoichiometry of the reaction
2*(2x + 48) gM2O3 produces = 4*(x + 106.5) g MCl3
From the problem given
11.205 gM2O3 produces
= [4*(x + 106.5)*11.205]/[2*(2x + 48)] g MCl3
[4*(x + 106.5)*11.205]/[2*(2x + 48)] = 15.380
[4*(x + 106.5)*11.205] = [15.380*2*(2x + 48)]
44.82x + 4773.33 = 61.52x + 1476.48
3296.85 = 61.52x - 44.82x
x = 197.42 g/mol
This is the molecular weight of Au
M = Au = gold
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