When starting a mixing process, 0.2 moles of copper sulfate and 0.9 moles of NH3 are available, and they are diluted in one liter. Calculate the concentration of Cu2 + in the solution considering the following equilibria: Cư+ + NH3 + Cu(NH3)²+ k,=1.1x104 Cu(NH3)²+ + NH3 → Cu(NH3);* k3=2.7x103 Cu(NH3);* + NH3 → Cu(NH3);* k3=6.3x10? Cu(NH3);* + NH3 → Cu(NH3);* ka=30

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When starting a mixing process, 0.2 moles of copper
sulfate and 0.9 moles of NH3 are available, and they
are diluted in one liter. Calculate the concentration of
Cu2 + in the solution considering the following
equilibria:
Cư* + NH3 → Cu(NH3)²+
k,=1.1x104
Cu(NH3)²+ + NH3 → Cu(NH3);*
k3=2.7x103
Cu(NH3);* + NH3 → Cu(NH3);*
k3=6.3x10?
Cu(NH3);* + NH3 → Cu(NH3);*
ka=30
Transcribed Image Text:When starting a mixing process, 0.2 moles of copper sulfate and 0.9 moles of NH3 are available, and they are diluted in one liter. Calculate the concentration of Cu2 + in the solution considering the following equilibria: Cư* + NH3 → Cu(NH3)²+ k,=1.1x104 Cu(NH3)²+ + NH3 → Cu(NH3);* k3=2.7x103 Cu(NH3);* + NH3 → Cu(NH3);* k3=6.3x10? Cu(NH3);* + NH3 → Cu(NH3);* ka=30
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