$t=0 \quad 1 \quad 0 \quad 0$
$t_{e q} \quad 1-\alpha \quad x \alpha \quad y \alpha$
Total no. of moles $(i)=1-\alpha+x \alpha+y \alpha$
$i-1=x \alpha+y \alpha-\alpha$
$=\alpha(x+y-1)$
$\therefore \quad \alpha=\frac{i-1}{(x+y-1)}$
[આપેલ :દ્રાવ્ય $A$નું મોલર દળ $93\, g\, mol ^{-1}$. પાણીનો મોલલ અવનયન અચળાક $1.86\, K \,kg\, mol ^{-1}$ ]
${K}_2 \mathrm{Cr}_2 \mathrm{O}_7$ & ${CuSO}_4$
SideX $SPM$ Side $\mathrm{Y}$ Due to osmosis :