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Topic: Find [Polyprotic ions] in Strong Acid solutions  (Read 6571 times)

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Offline yankeekd25

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Find [Polyprotic ions] in Strong Acid solutions
« on: March 29, 2009, 09:02:02 PM »
An aqueous solution contains 0.174 M carbonic acid and 0.165 M perchloric acid.

Calculate the carbonate ion concentration in this solution.

Completely stumped.

Offline Borek

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Re: Find [Polyprotic ions] in Strong Acid solutions
« Reply #1 on: March 30, 2009, 03:32:08 AM »
K=[H+]2[CO32-]/[H2CO3]
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Offline yankeekd25

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Re: Find [Polyprotic ions] in Strong Acid solutions
« Reply #2 on: March 30, 2009, 09:10:18 AM »
Do you use the H+ from the polyprotic or from the strong acid? Do you use the first Ka or the second Ka of the polyprotic acid?

Offline AWK

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Re: Find [Polyprotic ions] in Strong Acid solutions
« Reply #3 on: March 30, 2009, 10:57:45 AM »
At the beginning you know only [H+] coming from a strong acid (and usally this concentration is sufficient for calculations of carbonate anion.
Ka1Ka2=[H+]2[CO32-]/[H2CO3]
AWK

Offline yankeekd25

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Re: Find [Polyprotic ions] in Strong Acid solutions
« Reply #4 on: March 30, 2009, 01:35:38 PM »
At the beginning you know only [H+] coming from a strong acid (and usally this concentration is sufficient for calculations of carbonate anion.
Ka1Ka2=[H+]2[CO32-]/[H2CO3]

An aqueous solution contains 0.174 M carbonic acid and 0.165 M perchloric acid.

Calculate the carbonate ion concentration in this solution.

Completely stumped.
 
[H+] for the strong acid = (Ka x initial concentration)^1/2 correct? I looked online for the Ka of HClO4 and all I get is "large."

Then I find the [H2CO3] using an ice table?

So:
H2CO3---> H+ + HCO3-
HCO3- --> H+ + CO3 2-

Ka for carbonic- 4.2E-7 and 4.8E-11
4.2E-7= x^2/ .174  ??

Am I okay so far?

Offline Borek

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Re: Find [Polyprotic ions] in Strong Acid solutions
« Reply #5 on: March 30, 2009, 01:55:16 PM »
You may safely assume HClO4 is fully dissociated, that's what "large" means (http://www.chembuddy.com/?left=BATE&right=dissociation_constants - it is about 107).

You my also safely assume H2CO3 is not dissociated at all - it is a weak acid, in the low pH solution, fully protonated.

Now check the overall dissociation constant - how many unknowns in the equation?
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Offline yankeekd25

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Re: Find [Polyprotic ions] in Strong Acid solutions
« Reply #6 on: March 30, 2009, 09:33:18 PM »
You may safely assume HClO4 is fully dissociated, that's what "large" means (http://www.chembuddy.com/?left=BATE&right=dissociation_constants - it is about 107).

You my also safely assume H2CO3 is not dissociated at all - it is a weak acid, in the low pH solution, fully protonated.

Now check the overall dissociation constant - how many unknowns in the equation?

So do I actually have to do anything the strong acid in terms of the calculations?

Offline Borek

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Re: Find [Polyprotic ions] in Strong Acid solutions
« Reply #7 on: March 31, 2009, 06:49:50 AM »
I assume you mean "with the strong acid". No. It is just there as a source of H+ in a given concentration.
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Offline yankeekd25

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Re: Find [Polyprotic ions] in Strong Acid solutions
« Reply #8 on: March 31, 2009, 11:36:54 AM »
K=[H+]2[CO32-]/[H2CO3]

An aqueous solution contains 0.174 M carbonic acid and 0.165 M perchloric acid.

Calculate the carbonate ion concentration in this solution.

H2CO3 --> H+ HCO3-
.174          x      x

x^2/ .174= 4.2E-7 x= 2.48E-4


4.2E-7 (4.8E-11)= [2.48E-4]^2 [CO3 2-] / .174

3.50784E-18 = 6.1504E-8 [CO3 2-]
[CO3 2-] = 5.70E-11

This is for OWL online, and I typed this in as the answer, and it was incorrect.

Offline Borek

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Re: Find [Polyprotic ions] in Strong Acid solutions
« Reply #9 on: March 31, 2009, 12:41:02 PM »
I have no idea what these numbers mean, but 5.7e-11 is incorrect.

All you have to do is to plug numbers into the overall dissociation constant equation. No ICE tables, nothing.
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Offline yankeekd25

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Re: Find [Polyprotic ions] in Strong Acid solutions
« Reply #10 on: April 01, 2009, 08:31:53 AM »
I didn't realize that I'm supposed to use the [strong acid] as the concentration of the H+. (DUH). Thanks for all your help Borek. I really do appreciate it.

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