a) J reacts with oxygen to form CO2 and H2O.
Calculating the amount of CO2 formed.
n(CO2)=M(CO2)m(CO2)
Amount of carbon in J is equal to n(CO2):
n(C)=n(CO2)
Mass of carbon in J can be calculated:
m(C)=n(C)⋅M(C)=n(CO2)⋅M(C)=M(CO2)m(CO2)⋅M(C)=44molg0.872g⋅12molg=0.2378g
Percentage by mass of carbon in J is:
ω(C)=m(J)m(C)=1.30g0.2378g=0.1829 or 18.29%
Calculating similar way percentage by mass of hydrogen in J taking into account that amount of hydrogen in J is twice the amount of water: n(H)=2n(H2O)
ω(H)=m(J)m(H)=m(J)n(H)⋅M(H)=m(J)2n(H2O)⋅M(H)=M(H2O)⋅m(J)2m(H2O)⋅M(H)=18molg⋅1.30g2⋅0.089g⋅1molg=0.0076 or 0.76%
b) Knowing the mass of AgCl precipitate we are able to calculate amount of AgCl that equals to amount of Cl in J:
n(Cl)=n(AgCl)=M(AgCl)m(AgCl)=143.5molg1.75g=0.0122mol
Thus mass of chlorine in J is m(Cl)=n(Cl)⋅M(Cl)=0.4331g
Percentage by mass of chlorine in J is:
ω(Cl)=m(J)m(Cl)=0.535g0.4331g=0.8095 or 80.95%
c) Empirical formula of J is CxHyClz. We can find ratios of x:y:z using percentages by mass of the elements:
x:y:z=M(C)ω(C):M(H)ω(H):M(Cl)ω(Cl)=120.1829:10.0076:35.50.8095=0.0152:0.0076:0.0228=2:1:3
Thus empirical formula of J is C2HCl3
Checking molar mass of J: M(C2HCl3)=131.5 g/mol that corresponds to given value. Thus molecular formula of J is C2HCl3. Name of compound is 1,1,2-trichloroethylene.
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