Calculate the Percent Composition of an Herbicide from Analysis Data?

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SUMMARY

The discussion focuses on calculating the percent composition of an herbicide containing carbon (C), hydrogen (H), nitrogen (N), and chlorine (Cl) based on combustion analysis. A 100.0 mg sample produces 83.16 mL of CO2 and 73.30 mL of H2O, with 16.44 mg of Cl already known. The final percent compositions are determined as follows: C 12.14%, H 0.3634%, N 71.05%, and Cl 16.44%. The calculations utilize the ideal gas law (pV = nRT) for determining moles of CO2 and H2O.

PREREQUISITES
  • Understanding of the ideal gas law (pV = nRT)
  • Knowledge of stoichiometry for converting moles to mass
  • Familiarity with percent composition calculations
  • Basic chemistry concepts regarding combustion reactions
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  • Study the ideal gas law applications in chemical analysis
  • Learn about stoichiometric conversions in chemical reactions
  • Research methods for determining percent composition in mixtures
  • Explore combustion analysis techniques for organic compounds
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Chemistry students, educators, and professionals involved in analytical chemistry, particularly those focusing on chemical composition analysis and combustion reactions.

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Homework Statement


An herbicide is found to contain only C, H, N, and Cl. The complete combustion of a 100.0-mg sample of the herbicide in excess oxygen produces 83.16 mL of CO2 and 73.30 mL of H2O vapor at STP. A separate analysis shows that the sample also contains 16.44 mg of Cl.

Determine the percent composition of the substance.


Homework Equations



pV = nRT

The Attempt at a Solution



moles of Cl = .01644/35.453
 
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You don't need moles of chlorine. Percent composition means mass/mass.
 
So how do I get the mass of the other elements?
 
From moles. In the case of chlorine mass was given straight away.
 
How do I figure out the number of moles for the other elements?
 
Using equation that you already posted.

Thats enough spoonfeeding, you either start to think on your own, or I am not going to help any further.
 
moles of CO2 = pV/RT = 0.08316/(0.0821 * 273) = 0.003710297 moles
Moles of C = (12/44) * 0.003710297 = 0.00101199 moles
mg of C = (0.00101199)*(12000) = 12.14mg

moles of H2O = pV/RT = 0.07330/(0.0821 * 273) = 0.00327038 moles
moles of H = (2/18) * 0.00327038 = 0.000363376 moles
mg of H = (0.000363376)*(1000) = 0.363375516 mg

mg of N = 100mg - 0.363375516 mg - 12.14mg - 16.44mg = 71.05 mg

So the % composition is
C 12.14%
H 0.3634%
N 71.05%
Cl 16.44%

Is that right?
 
The method looks good, ( I did not check for arithmetic computation mistakes ).
 
6021023 said:
moles of CO2 = pV/RT = 0.08316/(0.0821 * 273) = 0.003710297 moles
Moles of C = (12/44) * 0.003710297 = 0.00101199 moles

No. 1 mole of CO2 contains 1 mole of C.
 

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