Chemical Forums
Chemistry Forums for Students => Undergraduate General Chemistry Forum => Topic started by: uncreative on December 21, 2016, 11:28:48 AM
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Calculate the pH that you obtain mixing same volumes of 2 solutions of the same base(Kb = 1.85 * 10^5), one having pH=8.65 and the other one having pH=9.25.
Well, I don't understand the problem. I mean, I know the formula for pH=-log[H+]
and that of Kb, but how can I find the final pH?
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Would knowing the base concentration help?
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Kb= ([B+][OH-])/[BOH] right?
I can find [OH-] using the pH but then I don't know 2 things in that equation. Where am I wrong?
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From pH of weak base with known Ka or Kb (pKa or pKb) you can calculate easily concentration this base in both solutions. after mixing you can find a new pH.
http://www.chembuddy.com/?left=pH-calculation&right=pH-weak-acid-base
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Ok that's true i can simplify the equation,, but still how do I know that [OH-]=[B+]?
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but still how do I know that [OH-]=[B+]?
From reaction of dissociation (neglecting autodissociation of water)
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so, after i find [BOH] for both solutions, what is my next step? I mean, I know:
1 [OH-] for solution 1
2 [OH-] for solution 2
3 [BOH] for solution 1
4 [BOH] for solution 2
I can't properly figure out how I find the new pH.
I need the final [OH-], right?
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Two solution are mixed (equal volumes)
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Yes, but the volume is unknown, I need the molar concentration of BOH and if I knew the number of moles i could find the volume, but being it unknown, how do I find final [OH-]?
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Calculate the pH that you obtain mixing same volumes of 2 solutions
Volumes are known! You may take any two the same volumes (eg 10+10, 100+100, 500+500). Moreover, there is shortcut - the same result is obtained from arithmetic mean of both concentration (neglecting volumes) for this data.
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I'm so sorry, but:
final [OH] = total moles (OH) / 2V;
solution 1: moles (OH)= [OH]*V;
solution 2: moles (OH)= [OH]*V;
can you tell me why I need to use [BOH]? This is what I don't understand.
P.S.
By "I'm sorry", I mean sorry I keep disturbing you
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final [OH] = total moles (OH) / 2V;
This is not true. As number [OH-]is not equal to [NH3]
You mix solutions of NH3 obtaining a new concentration of ammonia. And concentration of hydroxide ions depends on concentration of ammonia.
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[quote And concentration of hydroxide ions depends on concentration of ammonia.
what is the dependance between these 2?
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http://www.chembuddy.com/?left=pH-calculation&right=pH-weak-acid-base
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But isn't true that
final n moles (OH) = n moles (OH from sol 1) + n moles (OH from sol 2)?
or is this also not true?
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It is not true for weak bases, as in this case.
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Read Chembuddy lecture carefully (link is given twice). Check applicability of equations 8.8 and 8.12 to your problem (use Kb instead of Ka and OH- instead of H+).
Calculate ci for both solution (check also table Results of pH calculation of acetic acid). Then for then mean value of c (=> equal volumes) calculate OH-, pOH and finally pH.
The final pH should be between values given for you solutions, but very close to one of these values.
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Use the Henderson Hasselbalch equation: pOH = -log(Kb) + log (B+/BOH) and use ratios to find the pH of the final solution, taking into account that equal volumes of the two solutions are mixed!
You might not this here, but the following equations are useful for pH problems.
[H+] = 10-pH
[OH-] = 10-pOH
I hope this helped at least a little bit. Have a nice day!
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Use the Henderson Hasselbalch equation
H-H equation is useless for single weak acid or base.