As complex formed between iron and oxalate ion having following formula in which iron present in +3 oxidation state
Q1. Answer
K33[Fe(C2C4)3]. 3 H2O
Here K=3=x
C2O4= 3 =y
H2O=3=z
Q.2 According to stoichiometry only 1 mole i.e. 162.2 gm/mol of FeCl3 is required
Therefore moles of FeCl3 = 1.6 X 1/162.2
=0.009864 molesF
Q.3. FeCl3+ 3 K2C2O4 → K3[Fe(C2O4)3] +3KCl
According to equation 1 mole complex formed i.e. 491.25 gm / mole
Hence theroetically 1 mole complex is formed
Q.4
Actual moles of complex formed
=Given mass of complex/molar mass of complex
=4.450/491.25
=0.00905 moles
Q.5
% yeild of complex= actual yeild in grams/theroetical yeild in gm X 100
=4.450/4.9125 X 100
=90.584%
From Part A: Mass of KyFe(C204)y · 2H20 prepared : 4.450 g Mass of FeCl3 :...
With the completion of the determinations of % potassium, % iron, and % oxalate in the crystals, you may calculate the % water. The percentage compositionof the crystals, KxFe(C2O4)y · zH2O, has then been completely determined experimentally. The simplest formula (x,y,z) can now be calculated from the the percentage composition. Once the formula is know it is then possible to calculate the percent yield of product that was obtained in the preparation and purification of the crystals. From Part A:...
From Part A: Mass of KxFe(C2O4)y · zH2O prepared : 6.000 g Mass of FeCl3 : 1.60 g From Part B: % Potassium in compound : 11.50 % % Iron (from ion exchange & titration vs. NaOH) : 14.70 % From Part C: % Oxlate : 40.56 % Calculate the % water of hydration : 33.24 1.Enter the simplest formula of the Iron Oxalate Complex Salt: K Fe(C2O4) · H2O Now that the formula of the complex salt is known,...
From Part A: Mass of KxFe(C2O4)y · zH2O prepared : 4.200 g Mass of FeCl3 : 1.60 g From Part B: % Potassium in compound : 22.00 % % Iron (from ion exchange & titration vs. NaOH) : 9.10 % From Part C: % Oxlate : 36.96 % - Calculate the % water of hydration : Calculate the following for Fe3+: g in 100 g sample mol in 100 g sample mol/mol Fe (3 sig figs) mol/mol Fe (whole number)...
From Part A: Mass of KxFe(C2O4)y · zH2O prepared : 4.359 g Mass of FeCl3 : 1.60 g From Part B: % Potassium in compound : 22.70 % % Iron (from ion exchange & titration vs. NaOH) : 10.60 % From Part C: % Oxlate : 55.69 % Now, let's finish the calculation and the determination of the formula of the iron compound: Calculate the % water of hydration : Tries 0/3 Calculate the following for Fe3+: g in 100...
With the completion of the determinations of % potassium, % iron, and % oxalate in the crystals, you may calculate the % water. The percentage compositionof the crystals, KxFe(C2O4)y · zH2O, has then been completely determined experimentally. The simplest formula (x,y,z) can now be calculated from the the percentage composition. Once the formula is know it is then possible to calculate the percent yield of product that was obtained in the preparation and purification of the crystals. From Part A:...
Mass of KyFe(C204)y. ZH20 : 4.60 g Mass of sample : 0.195 g Mass of FeCl3 used in preparation : 1.60 g Molarity of standard NaOH used : 0.100 V1, volume of standard NaOH required for first equivalence point : 6.000 mL V2, volume of standard NaOH required for second equivalence point : 16.40 mL The questions below are part of the final analysis, they are due at the beginning of the next lab, Wed Mar 25 12:00:00 pm 2020...
Several vectors in the x-y plane are shown in the figure with their tails at the origin of the coordinate system and with a label at their heads. Two of these vectors are given in terms of the unit-vectors i and j as P = (2.20i + 5.30j) and Q = (-5.30i + 5.40j), where the numbers are measured in meters. Identify vectors P and Q in the figure. The label of vector Q on the figure is ... A:...
A small part of a circuit consisting of a very very large triangle in the x-y plane is shown below. The electric current in the circuit is i = 41.3 A. y (cm) .. 1 2 3 4 8 9 10 11 12 5 6 7 x (cm) Calculate the magnitude of the B-field at point 'p'. 1.55E-6 T Submit Answer Incorrect. Tries 10/12 Previous Tries