Solution:
AlCl3=Al3++3Cl- - Aluminum chloride completely dissociates in an aqueous solution.
Al3++H2O=AlOH2++H+ - only the first stage of hydrolysis proceeds significantly.
Kh=[AlOH2+][H+]/[Al3+] - constant of the first stage of Al3+ ion hydrolysis.
Multiplying the numerator and denominator of the hydrolysis constant expression by [OH-], we get:
Kh=[AlOH2+][H+][OH-]/([Al3+][OH-])=Kw/KbAlOH2+
Kw=[H+][OH-]=1*10-14 - Ionic product of water
KbAlOH2+=[Al3+][OH-]/[AlOH2+]=1*10-9 - the constant of basicity of the AlOH2+ ion
For a dilute solution it will be fair:
[AlOH2+]=[H+]
and [Al3+]=CAlCl3
Therefore
Kw/KbAlOH2+=[H+]2/CAlCl3
CAlCl3=[H+]2KbAlOH2+/Kw
pH=-lg[H+]
[H+]=10-pH
So, CAlCl3=10-2pHKbAlOH2+/Kw
CAlCl3=10-2*2.5*1*10-9/1*10-14=1(mol/L)
Answer:
Concentration of AlCl3 that will produce a pH of 2.50 in 500ml of H2O is 1mol/L.
And 0.5 mol of AlCl3 should be dissolved in 500ml of an aqueous solution.
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