Posted by Marissa on Tuesday, May 6, 2008 at 8:45pm.
NaC6H5COO- (aq) + HCl (aq) <---> NaCl (aq) + C6H5COOH (aq)
should say
NaC6H5COO (aq) + HCl (aq) <---> NaCl (aq) + C6H5COOH (aq)
and 0.8 NaC6H5COO, not 0.8 NaC6H5COO-
Just the a part here. Yes, you have Ka, not Kb but you can calculate Kb BECAUSE Ka*Kb = Kw OR Kb = Kw/Ka.
For part b here.
Yes, you use pKa for benzoic acid.
One of the other values I have to plug in for HCl is 0.803 mols/L
So then at equilibrium, NaC6H5COO is 0.197, NaCl is 0.803, C6H5COOH is 0.803
If I plug it into Henderson Hasselbach equation:
pH = pKa + log [0.197]/[0.803]
the log of 0.197/0.803 is negative, -0.61
Can I still plug it even if it's negative?
pH = 4.21 + (-0.61) = 3.60
Conceptually it makes sense because weak base-strong acid titrations are less than 7, and adding more HCl will decrease the pH. I just want to make sure that I can use negative numbers using the equation.
Sure. You aren't substituting a negative number. You can't do that. You are calculating a value of log (0.197/0.803) and adding that to the pKa of the benzoic acid. The log term will be positive in some situations and negative in others. That is a mathematical operation. [By the way, I've seen the HH equation written as
pH = pKa - log(acid)/(base) but most of the time its a + ratio and that makes the ratio be reversed.]And of course that's why the HH equation works so nicely because adding more acid should make the solution more acidic.
R-NH2 + HCl
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