Posted by Holly on Tuesday, October 4, 2011 at 9:24pm.
First, I divided 2.70 mmoles (0.00270 moles) by 35 = 0.03086M which isn't enough difference to worry about. Besides we don't have that many sig digits, anyway. The main thing is that you didn't include the NaNO2 that is formed. That is the salt of the weak acid so it is a buffered solution. (NaNO2) = 2.70mmoles/35mL = 0.0771M
Ka = 5.1E-4 = ((H^)(NO2^-)/(HNO2)
5.1E-4 = (x)(x+0.0771)/(0.03086-x).
I worked it both with a quadratic and without and it doesn't make much difference; however, I did NOT obtain 3.47. I found 2.02E-4 for (H^+) for pH = 3.69. I also used the Henderson-Hasselbalch equation which is
pH = pKa + log (NO2^-)/(HNO2)
pH = 3.29 + log(2.70mmols/1.08 mmols)
pH = 3.687 which would round to 3.69
I don't believe the 3.47 answer is correct. Check my work carefully.
I got it! You took the wrong mol of No2- from the above neutralization rxn....it should be 0.00162 mol NO2-/0.035L=0.0463M NO2-....I did all the calcs and I get 3.47 for pH which is book answer! Thank you for pointing me in the right direction! :-)
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