Henderson Hasselbach Eq'n. Tris HCL Buffer

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The discussion centers on preparing a 0.70M Tris HCl buffer at pH 7.9 using 12.1M HCl. The correct mass of Tris HCl required is 8.49g, calculated using the formula (0.7M) * (0.1L) * (121.4g/mol). The Henderson-Hasselbalch equation is applied to determine the ratio of base to acid, leading to the conclusion that the correct ratios are 0.2 for the base and 0.5 for the acid, which yield the desired pH of 7.9. The initial calculations were flawed due to incorrect ratio assumptions, which were later corrected through trial and error.

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uzi
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i need to create a solution of 0.70M Tris HCL buffer of pH 7.9 using 12.1 M of HCL
pKa = 8.3
so far this is what i have:

I need 8.49 g of Tris HCL because:
...(o.7M)*0.1L *(121.4g/mol)
THIS part of the calculation is right so don't worry about it. however i can't get the ratios right.

pH = pKa + log (base/acid)
7.9=8.3 + log (Trisb/Trisa)
7.9-8.3 = log (Tb/Ta)
-04 = log (Tb/Ta)
antilog -0.4 = 0.4

There are 4parts acid to 1 part base therefore:
Tb = 0.4Ta
Total tris = 0.70M
ThereforeL 0.7M =Tb +Ta
0.7 = 0.4Ta + Ta
0.7 = 0.4(4 parts Ta) + 0.4
0.7 = 2Ta

hence:

Ta = 0.7M/2 = 035
Tb = 0.70M - 0.35 = 0.35

BUT this doesn't make sense, because if youplug the ratios into the HH equation you don't get the right pH:

pH = 8.3 + log (0.35/0.35)
pH = 8.3 + 0
pH = 8.3
I need to make it a pH of 7.9 !

and then on top of that since the ratios are wrong I can't successfully calculate the HCL volume. T.T

The only correct ratios that would make sense are .2 and .5, but I did that through trial and error therefore I cannot use it.

pH = 8.3 + log (0.2/0.5)
pH = 8.3 + (-0.397)
pH = 7.9
 
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uzi said:
0.7 = 0.4Ta + Ta
0.7 = 0.4(4 parts Ta) + 0.4
0.7 = 2Ta

Check your math. First equation is OK, but later you do some unrelated tricks.

The only correct ratios that would make sense are .2 and .5

Hardly surprising: 0.2/0.5=0.4, so it just confirms what you calculated at the very beginning.
 

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