Percent composition

In summary: Therefore the moles of C = 0.003710297mg of C = (12/44) * 0.003710297 * 12000 = 3.265 mgIn summary, to determine the percent composition of a substance containing C, H, N, and Cl, the mass of each element can be found by using the ideal gas law to calculate the moles of CO2 and H2O produced during combustion and then converting to mass. The percent composition of the substance is found to be C: 3.265%, H: 0.3634%, N: 71.05%, Cl: 16.44%.
  • #1
6021023
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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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  • #2
You don't need moles of chlorine. Percent composition means mass/mass.
 
  • #3
So how do I get the mass of the other elements?
 
  • #4
From moles. In the case of chlorine mass was given straight away.
 
  • #5
How do I figure out the number of moles for the other elements?
 
  • #6
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.
 
  • #7
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?
 
  • #8
The method looks good, ( I did not check for arithmetic computation mistakes ).
 
  • #9
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.
 

What is percent composition?

Percent composition is a measurement used in chemistry to express the proportion or percentage of each element present in a compound. It is usually calculated by dividing the mass of a specific element in a compound by the total mass of the compound and multiplying by 100.

Why is percent composition important?

Percent composition is important because it helps to identify the elements present in a compound and their relative amounts. This information is crucial in determining the properties and behavior of a compound, as well as in predicting its reactions and reactions with other substances.

How do you calculate percent composition?

To calculate percent composition, you need to know the chemical formula of the compound and the atomic masses of each element. Then, you can use the formula: (mass of element/total mass of compound) x 100. The result will be the percentage of that element in the compound.

What is the difference between empirical and molecular percent composition?

Empirical percent composition is based on the simplest whole-number ratio of elements in a compound, while molecular percent composition is based on the actual number of atoms of each element in a molecule. Empirical percent composition is often used to determine the molecular formula of a compound, while molecular percent composition provides more accurate information about the composition of a compound.

How is percent composition used in real-life applications?

Percent composition is used in many real-life applications, such as in the production of medicines, fertilizers, and food additives. It is also used in quality control processes for ensuring the correct composition of products. In environmental science, percent composition is used to analyze soil and water samples to determine the presence of different elements and their impact on the environment.

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