Calculating H3O+ Concentration Using Buffer Solution

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The discussion focuses on calculating the H3O+ concentration in a buffer solution containing HCl and sodium acetate. The user initially attempted to use an ICE table to find the concentration of OH- and subsequently H+, but encountered an incorrect result. They questioned the applicability of the Henderson-Hasselbalch equation in this scenario, noting previous difficulties with it. The user also highlighted a discrepancy in the Ka value provided by their textbook compared to other sources, which contributed to confusion in their calculations. Ultimately, they resolved the question with assistance, emphasizing the importance of the correct approach and values in buffer calculations.
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Homework Statement



What is the H3O+ concentration with the following scenario

5.3e-2M HCl and 7.70e-2 M NaC2H3O2

Homework Equations



Kw = Kb(Ka) ICE tables

The Attempt at a Solution



Both solutions 100% dissociation

The HCl should be fully neutralized giving 7.70e-2 - 5.3e-2 = 0.024M of the acetate left. Knowing the Kb of acetic acid is 5.56e-10 I set up an ICE table (5.56e-10*0.024)1/2 to find [OH-] to be 0.0000037. Convert that to what H+ concentration by taking 1e-14/0.0000037 = 3e-9. This answer is wrong. Could somebody point out where I went wrong.
 
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The problem is I used the HH equation in my last question and failed. Should I just use the HH equation with the acetic ion concentration being the concentration of HCl and the acetate ion concentration is just the original concentration subtract HCl concentration?
 
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That's the correct approach here.

What was the previous question? I guess there was a reason why HH was not applicable.

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Thanks for your help just solved this question.

The previous question was 0.1 M NaNO2 and 0.05 HNO2. The Ka was 4e-4. I kept on getting 3.70 to be the pH which meant [H+] was 0.0002 but the answer was 3.6e-4.

EDIT. Masteringchemistry wanted we to assume their Ka value in their textbook which was twice as big of a value everywhere else on the internet grrrrrrrrrrrrrrrrrrrrrrr.
 
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