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Quantitative Titration - NaOH and HCl |
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| Dec11-09, 04:56 PM | #1 |
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Quantitative Titration - NaOH and HCl
1. The problem statement, all variables and given/known data
Hi, So I have this lab in which we had to titrate HCl with NaOH (of an unknown molarity) ![]() ![]() So here's the lab.. I decided to scan it because I'm not a good explainer at all, heh. The molarity of the HCl is 0.15M by the way What I was wondering is how to calculate #2 under calculations and results... For our titration of the HCl, we had gotten 15.8mL (average) of NaOH used. For calculations, however, I used the concentration of the diluted acid (0.06M for the 25mL of water and HCl combined.. which I dont know whether it's right or not) to calculate that the molarity of the NaOH is 0.095M 2. Relevant equations CaVa=CbVb And would we have to use Kw = [H+][OH-] in any way here? 3. The attempt at a solution CaVa=CbVb (0.06M)(0.025L) = (Mb)(0.0158)L) Mb=0.095M |
| Dec11-09, 06:02 PM | #2 |
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For question 2 it refers to the chemical equation which is:
HCl + NaOH -> NaCL + H2O In which case the moles of base used per mole of acid is 1. It is a 1:1 ration, and your titration shows this. M(base) = n/V(L) .095(.0158) = n n = .0015 and M(acid) = n/V(L) .06(.025) = n n= .0015 a 1:1 mole ratio |
| Dec11-09, 06:16 PM | #3 |
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You may consult www.titrations.info - a lot of information about titrations, acid/base ones included. |
| Dec11-09, 06:29 PM | #4 |
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Quantitative Titration - NaOH and HCl
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| Dec11-09, 06:34 PM | #5 |
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| Dec12-09, 04:10 AM | #6 |
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What he calculated using numbers you gave is acidentally correct, but it is not how it should be done.
You should calculate number of moles of the acid introduced to the solution - that means precisely measured 10 mL of 0.15M solution, or 1.5 mmole. Now, after solution was diluted to ABOUT 25 mL, its concentration went down to ABOUT 0.06M. However, new concentration is calculated assuming number of moles of acid have not changed - and you need this number of moles to calculate number of moles of base that reacted. And you have already calculated that it was 1.5 mmole. If so, do you need to calculate new concentration after dilution? You divide number of moles by approximate volume and then you multiply it again by the same approximate value - so approximate volume cancels out and fact that it was an approximate value doesn't matter any longer, question is - was this operation necessary? -- buffer calculator, concentration calculator pH calculator, stoichiometry calculator |
| Dec14-09, 03:39 PM | #7 |
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| Dec14-09, 03:51 PM | #8 |
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Not sure what you are asking about (no idea what your insctructor told you and what information you can use), but usually these things are done using known mass of the solid acid and determining number of moles of the acid by titration - if you know mass of the sample and number of moles, finding molar mass is a breeze.
-- buffer calculator, concentration calculator pH calculator, stoichiometry calculator |
| Dec14-09, 04:06 PM | #9 |
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mass of acid = 0.7g average volume used for titration= 0.0295L nNaOH= cv =(0.095M)(0.0295L) [ the 0.095M is calculated by the way] =2.8x10-3 mol of base reacting with 0.7g of acid After this.. I used a ratio to solve for the mass of acid that would react with 1 mol of base ( as #6 called for) which is about 250g of acid / 1 mol of NaOH So, after a bit of research, I'm assuming I do no. moles = mass / molar mass.. but the thing is, I don't have the number of moles of acid that I need for the equation..Well that is unless I use the number of moles that reacted with the 0.7 g of acid, then do... 2.8x10-3 mol = 0.7g / Molar mass Molar mass = 250g/mol However, this seems a bit too high to belong to any of the strong acids... unless it isn't a strong acid maybe? |
| Dec14-09, 04:48 PM | #10 |
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Just note that this is not a molar mass, but so called equivalent mass - you don't know if this is mono- or multiprotic acid. -- buffer calculator, concentration calculator pH calculator, stoichiometry calculator |
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| acid, base, standardization, titration |
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