Textbook Problem 4H.1

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Marcus Lagman 2A
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Textbook Problem 4H.1

Postby Marcus Lagman 2A » Sat Feb 13, 2021 8:13 pm

Hello!

Question: Which substance in each of the following pairs has the higher molar entropy at 298 K: (a) HBr(g) or HF(g); (b) NH3(g) or Ne(g); (c) I2(s) or I2(l); (d) 1.0 mol Ar(g) at 1.00 atm or 1.0 mol Ar(g) at 2.00 atm?

I do not recall if Dr. Lavelle discussed in lecture how to find which substance has the higher molar entropy. If someone could perhaps refresh me on the topic, it would be appreciated!

Varsha Ravi 3E
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Re: Textbook Problem 4H.1

Postby Varsha Ravi 3E » Sat Feb 13, 2021 8:49 pm

I think this problem is about entropy generally rather than molar entropy, so for each pair of substances you try to figure out which one has the higher entropy. For example, the last question asks about which of two gases has higher a higher entropy at two different pressures.

Alexandra Ahlschlager 1L
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Re: Textbook Problem 4H.1

Postby Alexandra Ahlschlager 1L » Sat Feb 13, 2021 9:42 pm

Some general guidelines for how to determine what has higher entropy is by looking at the states of the molecules. So liquids will have higher entropy than solids, and gases - which are very disordered - will have higher entropy than liquids. You can also look at degeneracy, so a compound with a lot of different possible orientations will have a higher entropy, which follows looking at the equation S = kb*lnW. Increasing volume will also increase entropy since there are basically more possible locations that the molecules can be in, and you can also use volume’s relationship to pressure to help you reason out part d. Hope this helps a little!

Massimo_Capozza_1G
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Re: Textbook Problem 4H.1

Postby Massimo_Capozza_1G » Thu Feb 18, 2021 7:31 pm

So the larger the molecule, the more complex it is and in turn the higher the enthalpy?

Angelica Soriano 3L
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Re: Textbook Problem 4H.1

Postby Angelica Soriano 3L » Thu Feb 18, 2021 7:39 pm

Massimo_Capozza_1G wrote:So the larger the molecule, the more complex it is and in turn the higher the enthalpy?


Yes, generally, that is the case for entropy! (assuming that "enthalpy" was a typo)


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