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Name atien: Post Lab Questions Data for calculating amount of iron in the tablet MEnhe diferene in read janly 1 run) initial

please use this information I provided to answer this...

ation: Post Lab Questions Name 1. Consider your percent error. Why do you think that the value is high or low? Explain what y

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Initial burette reading: 0.00 mL

Final burette reading: 10.40 mL

Volume of KMnO4 added, V = (10.40-0) = 10.40 mL

Molarity of KMnO4 solution, M = 0.018348 M

Number of moles of KMnO4 used, n = M x V = 0.018348 x 10.40 x 10-3 = 1.908192 x 10-4 mol.

Balanced redox reaction: MnO4- + 5 Fe2+ + 8H+ ---> Mn2+ + 5 Fe3+ + 4 H2O

From the above equation it is clear that 5 moles of ‘Fe2+’ demands 1 mol of KMnO4.

So, 1.908192 x 10-4 mol of KMnO4 must have consumed (1.908192 x 10-4 x 5) = 9.54096 x 10-4 moles of ‘Fe2+’.

Molar mass of ‘Fe’ = 55.85 g/mol

Mass of 9.54096 x 10-4 moles of ‘Fe2+’ = 9.54096 x 10-4 x 55.85 = 0.053286 g = 53.286 mg

Mass if iron in pill determined by the experiment = 53.286 mg

mg of Iron claimed by the company in the pill = 65 mg

% error = {(65-53.286)/65} x 100 = 14.945 %

CONCLUSIONS: Mass of Iron present in the pill as determined by the experiment is less than it is claimed by the company.

Possible reasons for the error:

  1. Titration is done only once which might have included lots of handling error. Significant repetition of the titrations until getting a constant value helps in reducing the error.
  2. It is given that molarity of KMnO4 is taken from part ‘A’ which is experimental. There may be some error contributions from this section too which is adding on to the error in part ‘B’.

To reduce the error, care in handling (avoid spilling of reagents etc) and repetition to get average value helps

  1. Care should be taken while dissolving the pill. Dissolution of all iron present in the pill must be complete.
  2. Lastly, the claim itself may be wrong which is showing in the form of error.
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