How do I find the pH of 0.56M of hydrofluoric acid HF?
(pKa = 3.14)
pH of 0.56M HF (pKa = 3.14)
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Look to the left. At the top of the menu is "Chemistry tool". Click this. Then follow the link on the next page to "pH calculator".
In the text box labelled "Enter components of a solution to calculate pH" enter:
Then click "Compute pH" and scroll down to the answer.
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Components of the solution (mixture):
Name: HF
Initial concentration after solutions are mixed = 0.56
Ka1 = 0.00072443596007499 ( pKa1 = 3.14 )
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Answer:
[H+] = 0.019782630261034
[OH-] = 5.0549395444635E-13
pH = 1.7037159659284
pOH = 12.296284034072
Ka1 = 0.00072443596007499 ( pKa1 = 3.14 )
In the text box labelled "Enter components of a solution to calculate pH" enter:
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HF pKa=3.14 c=0.56
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Components of the solution (mixture):
Name: HF
Initial concentration after solutions are mixed = 0.56
Ka1 = 0.00072443596007499 ( pKa1 = 3.14 )
[advertisement panel placed here; scroll passed it]
Answer:
[H+] = 0.019782630261034
[OH-] = 5.0549395444635E-13
pH = 1.7037159659284
pOH = 12.296284034072
Ka1 = 0.00072443596007499 ( pKa1 = 3.14 )
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- Distinguished Member
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Or by hand:
The equilibrium equation, where
If there is no other source of hydronium ions than the acid (assuming a negligible contribution from water) then
If the initial concentration of HF is
Which rearranges to:
The equilibrium equation, where
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-log Ka=3.14
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Ka = [H][F]/[HF]
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[H]=[F]
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C=0.56
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Ka = [H]{2} / (C-[H])
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[H]= (-Ka + sqrt(Ka{2} + 4 C Ka ))/2
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[H]= (-10^{-3.14} + sqrt( 10^{-6.28 x 2} + 4 x 0.56 x 10^{-3.14} ))/2
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[H] = 0.01978264090522295443508279585463
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-log10 [H] = 1.7037157322531579844483334967812
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Re: pH of 0.56M HF (pKa = 3.14)
Probably no need to write out the solution for this question, right?
The pH of the 0.56 M HF solution is approximately 1.70.
The pH of the 0.56 M HF solution is approximately 1.70.