Chemistry - Redox Disproportionation Balancing?

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Discussion Overview

The discussion revolves around balancing a disproportionation reaction involving sulfur in a basic solution. Participants explore various methods for balancing redox equations, particularly the half-reaction method versus the oxidation number approach, while seeking clarity on systematic techniques for solving such problems.

Discussion Character

  • Homework-related
  • Technical explanation
  • Debate/contested

Main Points Raised

  • One participant presents an initial attempt at balancing the equation using the ion-electron method, resulting in a specific equation but expresses confusion about following systematic steps.
  • Another participant questions the use of "2S8" in the oxidation half-reaction, suggesting to start with "S8" instead.
  • A participant acknowledges a typo and shares multiple attempts at balancing, noting that the charges do not equal on either side of the equations.
  • Concerns are raised about determining the correct number of electrons to balance the equation, with one participant stating that they believed the number of electrons should be based on oxidation numbers.
  • Another participant clarifies that when using the half-reaction method, electrons are used to balance charge rather than relying on oxidation numbers.
  • A participant expresses curiosity about the preference for the half-reaction method over the oxidation number approach, indicating a desire to understand the rationale behind this recommendation.
  • One participant argues that oxidation numbers are merely an accounting device and that the half-reaction method is more aligned with real chemical processes.

Areas of Agreement / Disagreement

Participants express differing views on the methods for balancing redox reactions, with some favoring the half-reaction method while others prefer the oxidation number approach. The discussion remains unresolved regarding the best method to use.

Contextual Notes

Participants mention various methods and approaches without reaching a consensus on the most effective technique for balancing disproportionation reactions. There are also indications of confusion regarding the application of oxidation numbers and the half-reaction method.

escryan
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Homework Statement



Balance the equation for disproportionation reactions.

Homework Equations



S8(s) ----> S2-+S2O32- (basic solution)

The Attempt at a Solution



I attempted into do this with the ion electron method, obtaining an answer:

3S8 + 24OH- ----> 16S2- + 4S2O32- + 12H2O

However, I didn't follow the conventions that I was given, like using systematic steps to come to an answer... I was basically just guessing and checking, but I would like to know how to do it systematically.
Apparently though, I'm supposed to be doing my redox equations with the half reaction method instead.. which rather confuses me. When I attempted to do the half reaction...

reduction: S8 + 16e- ----> 8S2-
oxidation: 2S8 + 24OH- (?) ----> 4S2O32- + 8e- + 12H2O

The oxidation portion of the half reaction just doesn't seem to add up when I'm trying it.
I'd like to know if there is a systematic method to figuring out these sorts of equations so in the future I can have some sort of guideline in solving them. Help would be greatly appreciated :)!
 
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escryan said:
oxidation: 2S8 + 24OH- (?) ----> 4S2O32- + 8e- + 12H2O

Why do you start with 2S8? Try just S8.
 
I think that might've been a typo on my part, sorry.

I had written on my paper:
2S8 + 48OH- ----> 8S2O32- + 8e- + 24H2O

as well as:

S8 + 24OH- ----> 4S2O32- + 8e- + 12H2O

and neither of the charges worked out to them being equal on either side..

Another typo I noticed (eek.)
I attempted into do this with the ion electron method, obtaining an answer:

I meant to say I used another method, not the ion electron method/ half reaction, to come to that answer. Not sure that that would matter any..?
 
escryan said:
S8 + 24OH- ----> 4S2O32- + 8e- + 12H2O

and neither of the charges worked out to them being equal on either side.

Which means that you have to change number of electrons. Everything else seems to be balanced.
 
Ahh.. that's the part that confuses me.. how do you come to find the number of electrons you must add to one side?

I've always been under the impression that the electrons added were based sheerly on the oxidation numbers. In this equation, S8 has 0 charge, and an individual S has a 0 charge. Comparing this to the S in the S2O32- which has a charge of 2+.. multiplied by four by balancing only gives a value of 8e-...
 
If you are balancing with half reactions method, you use electrons to balance charge. Don't even think about ON.
 
Oh wow, that's a really helpful guide! Thanks so much for your help :)!

Just one last question, is there any reason as to why the half reaction method is recommended/preferred over the one involving oxidation numbers? I'm just curious because I'd rather use the oxidation numbers one (because that's the one I first learned), but my current teacher only teaches the half reaction method.
 
In short: oxidation numbers don't exist. They are just an accounting device and they don't refer to any real chemical (measurable) property of atoms in compounds. Half reactions method is much closer to the real chemistry - they refer to existing processes, parameters of which can be measured and/or calcuated (like potential of half cell given by Nernst equation). It doesn't necesarilly mean that half reaction occurs exactly as its reaction equation describes - for example, it can have several steps.
 

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