Can someone help please? http://oi67.tinypic.com/6jf339.jpg
@CShrix @LeibyStrauss @whpalmer4
Use Hess's law
How so?
Are you able to explain @hlilly2413 ?
Perhaps. Ok, so you're going to use bond energies to find the total heat change or change in enthalpy of the reaction. To do that you're going to take the sum of the bonds broken minus the sum of the bonds formed.
Alright but how do you know which are broken and such?
That's fine. I have no idea how to do it.
Don't stress. It's going to be easy. Do you know how to write out the compounds like how they're held together? (For example, O2 is two oxygen atoms held together by a double bond represented as O=O?)
Yeah.
I can do Lewis structures and such.
Ok, good. So you're going to do that for each of your reactants and products. Then, you're going to use your chart that shows the enthalpy for each. So, for oxygen gas you see that you have O=O and that is equal to 498 kJ/mol you would do 1(498kJ/mol) when you set up your equation.
I took a picture of the notes that I have from that section, so I'm going to send it to you in hopes that it helps. My professor didn't really review this and it wasn't on the test. :/
Alright. Thank you
It's really tiny. Sorry.
Hm. Let's see if this works. Hopefully they are of some use. hah.
Thank you so much!
No problem. Also, this on Khan Academy might help too. Unfortunately it isn't a video, but something might help https://www.khanacademy.org/science/chemistry/thermodynamics-chemistry/enthalpy-chemistry-sal/a/bond-enthalpy-and-enthalpy-of-reaction Good luck!
Thanks!
np
[2(351)+2(498.7)]-[2(799+799)]
wait, ok so I didn't work the problem out, but why do you have 2(799 + 799) ?
I thought you would if you had O=C=O
It still comes out to the same number, but I was looking at it as like you have 2 of those bonds in one formation...but you have two formations so I was thinking it would look like 4(799) because there would be 4 O=C bonds total.
Oh. Yeah. That looks better anyhow
or C=O either way it's still like 3,something so no worries. Sorry! :)
Thanks
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