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AP Chemistry 3.1 Laws of Thermodynamics. What is the change in enthalpy of this reaction?
Transcript
- 00:04
And here's your Shmoop du jour, brought to you by Delta H. [Plane flying]
- 00:08
Sounds like something cool and air force-y, but it’s just science.
- 00:12
Which is also super cool and exciting, right?
- 00:14
…Right?
- 00:15
Thank you. [Scientist working in a lab and explosion occurs]
Full Transcript
- 00:16
Geez, what does it take around here to get an explosion...
- 00:18
Okay, here's today’s question.
- 00:19
Using Hess's law, what is the change in enthalpy for the following reaction?
- 00:26
And here are your potential answers.
- 00:32
So the question tells us to use Hess’s law, which, unfortunately, has nothing to do with
- 00:36
avocados. [Hess kicks an avocado]
- 00:37
That’s Hass
- 00:39
Hess’s law comes from the fact that the overall enthalpy change of a reaction doesn’t
- 00:44
depend on the reaction pathway, or how we get from reactants to products.
- 00:50
For example, we could react one mole of A and 2 moles of B to produce 2 moles of C.
- 00:54
Let’s call this Peter. [Formula example of Hess's law]
- 00:56
What, you think all reactions want to be called "reaction"?
- 00:59
Do you just want to be called "human six billion nine hundred and sixty-two thousand"?
- 01:04
No.
- 01:05
We're calling "reaction 1" Peter.
- 01:07
We could also react one mole of A with one mole of B to produce two moles of D, then
- 01:14
react these moles of D with one mole of B to produce two moles of C.
- 01:19
We’ll call these reactions Sarah and Phil, because they're more than just 2 and 3.
- 01:25
As you can see, reactions Sarah and Phil can be added to produce reaction Peter.
- 01:31
The overall reaction is the same in both cases—one mole of A and two moles of B produce two moles
- 01:37
of C.
- 01:39
So in the same way that we added the actual reactions, we can add the enthalpy changes.
- 01:44
Hess’s law says that the overall enthalpy change shouldn’t depend on the reaction
- 01:49
path chosen.
- 01:51
That means that the enthalpy change for Peter should equal the sum of the enthalpy changes [Hess's law for Peter, Sarah, Phil]
- 01:56
for Sarah and Phil.
- 01:58
Okay, so back to the problem at hand! [Man in a rocking chair]
- 02:00
And we’re not referring to the fact we're naming reactions and may be having a mental
- 02:04
breakdown. [Man crying in a rocking chair]
- 02:05
We need to find a way to add the three reactions for which we have ?H to produce the top reaction.
- 02:11
Here’s what we came up with.
- 02:13
If we multiply the first equation by one half, reverse and multiply the second equation by
- 02:18
3/2, and multiply the third equation by one half, then add them all up, we get the first [All equations added together]
- 02:25
reaction.
- 02:26
We add the ?H values in the same way.
- 02:29
Just don’t forget that if you reverse a reaction, you have to negate the ?H value,
- 02:34
and if you multiply a reaction by a factor, such as 1/2, you should multiply the ?H value [Man discussing ?H value]
- 02:39
by that number too.
- 02:41
So chugga chugga chug... chug through the math machine and…
- 02:46
Looks like our answer is B, 886 kJ.
- 02:50
Now it's time to brainstorm the pilot episode of our new sitcom. [People sitting on a couch watching a sitcom]
- 02:53
It's about three young reactions living together…we're calling it, "Three's Company, but with Reactions".
- 02:58
…We're not great at naming things.
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