Calculating CO2 Released in Propane BBQ Reaction

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SUMMARY

The combustion of propane (C3H8) in a BBQ releases approximately 3000J of heat, with only 10% (300J) utilized for cooking. To cook a roast requiring 1500J, the calculation indicates that 1.5 moles of CO2 are produced, resulting in approximately 66 grams of CO2 released into the atmosphere. However, the total CO2 released based on the original reaction is about 132 grams, leading to a net difference of 66 grams. Clarification is needed regarding whether the roast requires 1500J or 10% of that amount for cooking.

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rowkem
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I've changed the numbers a bit so things work out a little easier

Homework Statement



The combustion of propane in a BBQ follows the balanced chemical reaction:

C3H8 + 5 O2 ---> 3 CO2 + 4 H2O

As this reaction occurs, approximatley 3000J of heat is released. If a roast takes approx. 1500J of heat to cook and only 10% of the heat is actually used to cook the roast, what mass of CO2 is released into the atmosphere?


Homework Equations



PV=nRT


The Attempt at a Solution



I'm asking this more as a check as to the process I went through, which was as follows:

1) Figured out how much 10% of 3000J was; 300J
2) Re-wrote the equation in terms of 300J:

0.10C3H8 + 0.50 O2 ---> 0.30 CO2 + 0.40 H2O

Using that equation figured out how many moles of CO2 it would take in order to cook the roast: (1500/300)(0.30) = 1.5 moles

Fgured out how many grams of CO2 that was: ~66g

Compared that to the mass of CO2 released in the original equation: ~132

Found the difference between the 2 values: 132-66 = ~66g

So 66g of CO2 is released into the atmosphere...is that correct?
 
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I got 15 X 44g or 660 grams of CO2.

Does it actually take 1500J to cook the roast or 10% of 1500J? It wasn't clear from the way you phrased the question but I took it to mean that of the Joules of heat produced in the combustion of propane, only 10% are absorbed by the roast. That means you will need 10 X 1500 J to cook the roast.
 

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