1)
At equilibrium:
PbBr2 <----> Pb2+ + 2 Br-
s 2s
Ksp = [Pb2+][Br-]^2
6.6*10^-6=(s)*(2s)^2
6.6*10^-6= 4(s)^3
s = 1.182*10^-2 M
Answer: 1.18*10^-2 M
2)
KBr here is Strong electrolyte
It will dissociate completely to give [Br-] = 0.5 M
At equilibrium:
PbBr2 <----> Pb2+ + 2 Br-
s 0.5 + 2s
Ksp = [Pb2+][Br-]^2
6.6*10^-6=(s)*(0.5+ 2s)^2
Since Ksp is small, s can be ignored as compared to 0.5
Above expression thus becomes:
6.6*10^-6=(s)*(0.5)^2
6.6*10^-6= (s) * 0.25
s = 2.64*10^-5 M
Answer: 2.64*10^-5 M
3)
Pb(NO3)2 here is Strong electrolyte
It will dissociate completely to give [Pb2+] = 0.5 M
At equilibrium:
PbBr2 <----> Pb2+ + 2 Br-
0.5 +s 2s
Ksp = [Pb2+][Br-]^2
6.6*10^-6=(0.5 + s)*(2s)^2
Since Ksp is small, s can be ignored as compared to 0.5
Above expression thus becomes:
6.6*10^-6=(0.5)*(2s)^2
6.6*10^-6= 0.5 * 4(s)^2
s = 1.817*10^-3 M
Answer: 1.82*10^-3 M
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