Introduction:
In the previous experiment you synthesized what you believe to be
K3[Fe(C2O4)3]·3H2O.
In this laboratory your goal is to obtain some evidence that the complex
that you made was in fact this. The analysis is based on a
series of oxidation/reduction reactions from which the Fe3+:C2O42-
mole ratio will be determined. The analysis makes use of deep color
of KMnO4 .The Mn7+ in MnO4- is
reduced in the titration to Mn2+ (a colorless complex), thus
no additional indicator is needed to determine the equivalence point.
Analysis of K3[Fe(C2O4)3]·3H2O:
The purpose of this part of the laboratory is to
determine the molar ratio of C2O42-/Fe3+,
from which the number of moles of K+ can readily be determined.
We shall not determine directly that this compound is a trihydrate.
In this volumetric analysis, the oxalate ion (C2O42-)
in the compound is titrated with the ~0.02M KMnO4 solution.
The chemical reaction that takes place is shown in Equation 1.
2 KMnO4 + 5 K2C2O4 + 8 H2SO4 =
2 MnSO4 + 10 CO2 + 8 H2O
+ 6 K2SO4
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(Eq 1)
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After the C2O42- has been titrated
with MnO4-, the resulting solution contains, among
other species, Fe3+. In order to determine the moles of Fe3+
ion in solution using the standard KMnO4, it is first necessary
to reduce the Fe3+ to Fe2+. This is accomplished
by using zinc metal. The chemical reaction that takes place is:
(Fe3+ + e-
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= |
Fe2+) |
x 2 |
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Zn
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= |
Zn2+ +2e- |
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2 Fe3+ + Zn
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= |
2 Fe2+ +Zn2+ |
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(Eq 2) |
The moles of Fe2+ formed in Equation 2
are now determined by further titration of this same solution with the
standard KMnO4. The chemical reaction that now takes place is:
(Fe2+
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= |
Fe3+ + e-) |
x 5 |
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MnO4- + 8 H+ + 5 e-
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= |
Mn2+ + 4 H2O |
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5 Fe2+ + MnO4- + 8 H+
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= |
5 Fe3+ +Mn2+ +4 H2O |
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(Eq 3)
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Thus using Eq. 3, the moles of Fe2+
can be determined which in turn is equal to the moles of Fe3+
(Eq. 2) in the complex sample.
Experimental Procedure
Analysis of K3[Fe(C2O4)3]·3H2O:
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Weigh two samples (0.200 - 0.240g) of your K3[Fe(C2O4)3]·3H2O into two clean 125-mL Erlenmeyer flask.
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Dissolve each sample in 35mL of distilled water. Add 10mL of 6M H2SO4
and stir thoroughly. Warm gently to 80°C while preparing the buret
for titration.
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Obtain ~150mL of ~0.02M KMnO4 solution. Record the exact molarity in your
notebook. Rinse the buret with a small portion of the solution and then fill
the buret, being sure the tip is filled and there are no trapped air bubbles.
Record the initial volume reading. Remember to read the top of the meniscus
since you cannot see through the solution.
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Start adding the KMnO4 solution to the flask with constant swirling.
As the pink color remains longer, slow the addition of KMnO4
to dropwise. The endpoint has been reached when a pinkish orange coloration
persists. Be careful! One drop may give you the endpoint. Save this
solution, and repeat the titration using the second sample. (The color
of this solution at the endpoint is due to the pink color of MnO4-
and the yellow color of Fe3+ )
Save both solutions after the endpoint has been reached.
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In the fume hood, add five small spatula of zinc dust to each solution. Gently
heat one of the solutions to boiling while stirring constantly
with a glass rod to prevent the reaction from becoming too vigorous. If
the solution boils over then your analysis to date is rendered useless.
Continue heating for ten minutes by which time all of the yellow should
have disappeared.
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Set aside and let cool while repeating step 5 with your second sample.
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Gravity filter this solution into a fresh 125-mL Erlenmeyer flask. Rinse
the original flask with approximately 10-mL of distilled water and gravity
filter this into the same Erlenmeyer. This should yield a quantitative
transfer of the Fe2+ ions.
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Heat the solution to 80°C and titrate immediately with the KMnO4
solution. CAUTION! Since this titration does not require a large volume
of the KMnO4 solution, start dropwise, swirl the flask constantly.
Repeat steps 6 - 8 with the second titration flask.
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Calculate the moles of C2O42- present
from the molarity and volume of KMnO4 solution. See Equation 1.
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Calculate the moles of Fe3+ present. See Equation 3.
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Calculate the ratio of moles of C2O42-
to moles of Fe3+.
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Rinse your buret using distilled water from your wash bottle. With the
stopcock open (over the sink of course!) continue rinsing until the water
flowing from the tip is clear. Have your buret checked by your TA before
returning it to the bubble wrap by the window in your lab.
Useful molar masses:
K2C2O4
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166.2 g/mol |
Fe(NH4)2(SO4)2·
6H2O
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392.1 g/mol |
K3[Fe(C2O4)3]·
3H2O
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491.1 g/mol |
Write Up:
For this experiment the focus of the laboratory
report is on the 'Data Collection', 'Calculations' and 'Discussion' portion
of a laboratory notebook. There is no need this week to write an
actual procedure, we will assume that it went according to the given procedure
with no deviations.
Data Collection:
Whenever possible data should be recorded in tables.
This makes it much easier for a colleague to get to the actual measurements
made. In this experiment your are determining the moles of C2O42-
and Fe3+ that is in a sample of your complex. A good way
to record this is to use two tables one for each analysis similar to that
shown below:
C2O42- Analysis |
Sample 1
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Sample 2
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1. Molarity of KMnO4 |
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2. Weight of Sample |
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3. Final Buret Reading |
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4. Initial Buret Reading |
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5. Volume of KMnO4 dispensed. |
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6. Moles of KMnO4 |
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7. Moles of C2O42- |
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Calculations:
In your 'Calculations' you should show one clear
sample for each calculation that you do. For the above table one sample
of how you determined the moles of KMnO4 that you added, and
one for how you determined moles of C2O42-.
The same holds for your other table. Finally you should determine
the mole ratio of C2O42-:Fe3+
for both samples and the average mole ratio.
Discussion:
Finally in your discussion you should address whether
the analysis that you performed is consistent with your complex being K3[Fe(C2O4)3]·
3H2O. |