Answer to Question #96124 in General Chemistry for Emily

Question #96124
CrCl3 + AgNO3 > AgCl + Cr(NO3)3
A 0.720g sample of impure CrCl3 was dissolved in water and required 43.5 mL of 0.115 M AgNO3 solution to react with the CrCl3 in the sample. What is the mass percent of CrCl3 in the sample?
1
Expert's answer
2019-10-08T07:43:20-0400

The reaction occurs by the following equation:

CrCl3+3AgNO33AgCl+Cr(NO3)3CrCl_3 + 3AgNO_3 \rightarrow 3AgCl + Cr(NO_3)_3

The amount of silver nitrate required for the reaction can be found:

n(AgNO3)=c(AgNO3)V(AgNO3)=0.115molL0.0435L=0.005moln(AgNO_3) = c(AgNO_3) \cdot V(AgNO_3) = 0.115 \frac{mol}{L} \cdot 0.0435 L = 0.005 mol

According to stoichiometry of the reaction the amount of CrCl3 is one third of silver nitrate:

n(CrCl3)=13n(AgNO3)n(CrCl_3) = \frac{1}{3} \cdot n(AgNO_3)

The mass of chromium chloride reacted with silver nitrate is:

m(CrCl3)=n(CrCl3)M(CrCl3)=130.005mol158.5gmol=0.264gm(CrCl_3) = n(CrCl_3) \cdot M(CrCl_3) = \frac{1}{3} \cdot 0.005 mol \cdot 158.5 \frac{g}{mol} = 0.264 g

The mass percent of chromium chloride in the sample is:

ω(CrCl3)=m(CrCl3)m(sample)100%=0.264g0.720g100%=36.7%\omega (CrCl_3) = \frac{m(CrCl_3)}{m(sample)} \cdot 100 \% = \frac{0.264 g}{0.720 g} \cdot 100 \% =36.7 \%


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