The following equations show the oxidation of carbon and carbon monoxide to carbon dioxide. C (s) + O2 (g) --> CO2 (g) Delta H = - x kJ mol-1 CO (g) + 1/2O2 (g) --> CO2 (g) Delta H = - y kJ mol-1 What is the enthalpy change, in kJ mol-1, for the oxidation of carbon to carbon monoxide? C (s) + 1/2O2 (g) --> CO (g) Choice of answers: A. x + y B. - x - y C. y - x D. x - y I thought I understood this, but now I don't !
http://openstudy.com/study#/updates/521356b5e4b0450ed75da6ff LOL i have already solved it
Yes but actually I don't understand exactly how you got to the answer! Could you please try and explain again?
have u read anything related to this or noo first tell me
I've studied Hess' law, combustion and formation energy cycles, is this question an example of one of these?
@Frostbite can u help him i am busy with some other work
Ok thank you!
I'll be happy to @chmvijay. Yes this is just the application of Hess' law. It may be a little tricky in the start, until you get to know it. Hess's law states that the standard enthalpy of an overall reaction is the sum of the standard enthalpies of the individual reactions into which a reaction may be divided. So we are going to divide the reaction and remember another relation: For a reaction A -> B it then follow: \[\Delta H ^{\Theta}(A \to B)=-\Delta H ^{\Theta}(B \to A)\] Our final reaction is C (s) + 1/2O2 (g) --> CO (g), how would you combine the two given reactions to get out final one?
u arrange the first and second reaction of this in such way that u should get the thire reaction equation
since in ur reaction CO is at right hand side and even in second equation Co is at left hand side so u need to reverse it when u reverse the second equation the heat released -y becomes +Y
Ok thank you frostbite, I think that's the bit I don't understand how to do
If I reverse the second eqn and make it +y, I understand. But I don't understand why the 2 nd eqn is anymore related to the final eqn than before
Except, so lets start with the first one: C (s) + O2 (g) --> CO2 (g) This look good so far, but we need to get rid of CO2 (g). We do so by adding the REVERSE 2. reaction: CO2 (g) -> CO (g) + 1/2O2 (g) add them together (reactants together and product together): C (s) + O2 (g) + CO2 (g) -> CO2 (g) + CO (g) + 1/2O2 (g). Reduce it: C (s) + 1/2 O2 (g) -> + CO (g) Exactly what we wanted. So that mean hess law states the equation is going to be used like this: \[\Delta H ^{\Theta}(1)+(-\Delta H ^{\Theta}(2))\] It gets - because we used the reverse reaction.
Equation 1+ reverse equation 2 u add and cancel on opposite side if they are same like CO2 get cancelled like 1/2 O2 also get cancelled
then u get the required equation and the required energy released y-x
@Frostbite thank you i am sorry i interpreted in between Thank you for ur help too :)
I get it a bit more now! But how do you get rid of the half O2?
And thank you!
The one of the right
You have 1 O2 on the reactants and 1/2 on the products. So \(1-1/2=1/2\)
no need to apologize @chmvijay. You only contribute making it able to be seen from more views.
1 O2 first equation 1/2 on the products in second equation if u cancel both then 1/2 O2 will be at first equation
Thank you very very much! I understand 100%! Thank you!
To both of you!
ur welcome dude :)
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