Answer to Question #96500 in General Chemistry for TRICIA

Question #96500
A solution is prepared by dissolving 104.1 grams of barium chloride, BaCl2 in 1000. grams of water? What is the freezing point of this solution? [The freezing point depression constant for water is 1.86°C/mole solute in 1000g of water
1
Expert's answer
2019-10-15T07:44:57-0400

BaCl2Ba+2+2ClBaCl_2 \to Ba^{+2}+2Cl^-

t=0 1 0 0

t=T 0 1 2

Vant Hoff's factor for BaCl2(i)=2+11=3BaCl_2(i)=\frac{2+1}{1}=3

Mass of solute=104.1g=104.1 g

Number of moles of solute=104.1208.2=0.5=\frac{104.1}{208.2}=0.5 (where 208.2 gm is molar mass of solute)

Mass of solvent=1000g=1000g

Molality for solution(m)=104.11000×1000=0.5(m)=\frac{104.1}{1000}\times1000=0.5

Depression in freezing point=iKfm=3×1.86×0.5=3×0.93°C=2.79°C=iK_fm=3\times 1.86 \times 0.5=3 \times 0.93\degree C=2.79\degree C

So freezing point of water is 02.79=2.79°C\ 0-2.79=-2.79\degree C


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