Calculate the concentration of free Ni2+ that is present in equilibrium with 1.5 x10-3 M [Ni(NH3)62+ and 0.243 M NH3. [Ni(NH3)]62+Kf = 1.8 x 108
Give your concentration as p[Ni2+] (-log[Ni2+])
the reactino is Ni2+ + 6NH3 = Ni(NH3)62+
Initial conditions : Ni+2 =0.045M, NH3= 1M Ni(NH3)6+2=0
Ni+ 2 is limiting
hence final =0.045-0.045= 0 NH3= 1-0.045×6= 0.73 and complex =0.045
Ni(NH3)6+2------->Ni+2 +6NH3
let x= drop in concentration of Ni+2
so at equilibrium [NiNH3]6+2 =0.045-x , [Ni+2] =x and NH3=0.27+6x
1/Kf= [Ni+2] [NH3]6/ [Ni(NH3)6+2= 1/5.5×108 =x×(0.73+6x)6/(0.045-x)= 5.5×108
when x is small, x×0.151334/ 0.045 =1/5.5×108= 1.82×10-9
(since 0.73+x =0.73)
x= 5.4×10-10
x= 1.82×10-9×0.045/0.000387
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