∆Tf=Kfm∆T_f=K_fm∆Tf=Kfm
Given : Kf=2°C/m;Tf=−114.6°CK_f= 2°C/m; T_f=-114.6°CKf=2°C/m;Tf=−114.6°C (actual freezing point)
m=moles of solute /mass of solvent
m=170/(0.25∗92)=7.3913molalm=170/(0.25*92)=7.3913molalm=170/(0.25∗92)=7.3913molal
∆Tf=7.3913∗2=14.7826°C∆T_f=7.3913*2=14.7826°C∆Tf=7.3913∗2=14.7826°C
Thus apparent freezing point is
Tf′=Tf−14.7826=−128.8426°CT_f'=T_f-14.7826=-128.8426°CTf′=Tf−14.7826=−128.8426°C
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