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45 THE TITRATION OF VIR EXPERIMENT 8 REPORT SHEET Name Section Date Attach your completed Post-Lab Questions to this Report S

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Commercially sold vinegar is a 5% solution of acetic acid. The concentration of a given sample of vinegar can be verified by titrating with a solution of a base such as NaOH whose molarity is known.
The reaction between vinegar and NaOH is a neutralization reaction.
CH3COOH(aq) + NaOH(aq) + CH3COONa(aq) + H2O
Here, volume of vinegar used for each titration should be specified.
Let us assume, the volume of vinegar used in each titration = 5 mL
Molarity of NaOH = 0.250 M in each sample.
Volume of NaOH used in trial 1 = Final reading - Initial reading = 17.87 mL - 0.07 mL =17.17 mL
Number of moles NaOH reacted = Molarity x Volume in L = 0.250 M x 0.01717 L = 0.0042925
According to the balanced equation, the moles of CH3COOH reacted = 0.0042925
Molarity of the acetic acid solution = Number of moles/Volume in L =  0.0042925/0.005 L = 0.8585 M
Molar mass of CH3COOH = 60.052 g/mol
Mass of CH3COOH reacted = number of moles x Molar mass = 0.0042925 x 60.052 = 0.25777321 g
Assuming the density of vinegar = density of water = 1 g/mL
Mass of the samle of vinegar = density x Volume = 1 g/mL x 5 mL = 5g
Mass percentage of CH3COOH in the sample of vinegar = (mass of CH3COOH / Mass of solution) x 100
Mass percentage of CH3COOH in the sample of vinegar = (0.25777321 g/5 g) x 100 = 5.1554 %

Using the above steps we can complete the given table:

Trial 1 Trial 2 Trial 3 Average
Volume of NaOH used(mL) 17.87-0.07 = 17.17 mL 34.59 -17.87 = 16.72 mL 43.08 -26.19 = 16.89 mL
Moles of NaOH used 0.0042925 Molarity x V in L = 0.250 x 0.01672 L = 0.00418 0.250 x 0.01689 = 0.0042225
Moles of acetic acid reacted 0.0042925 0.00418 0.0042225
Mass of acetic acid reacted(g) 0.25777321 g Number of moles x Molar mass = 0.00418 x 60.052 = 0.25101736 g 0.0042225 x 60.052 = 0.25356957 g
Molar conc. of acetic acid (M) 0.8585 M 0.00418/0.005 = 0.836 M 0.0042225/0.005 = 0.8445 M
Mass % of acetic acid 5.1554 % (0.25101736/5) x100 = 5.020 % (0.25356957/5) x100 = 5.071 % (5.1554 + 5.020 + 5.071)/3 = 5.0821 %

% Error = {(5.0821 - 5)/5} x 100 = (0.0821/5) x 100 = 1.642 %


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