Gravimetric analysis of phosphorous

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The discussion centers on the gravimetric analysis of phosphorus using the precipitation of magnesium ammonium phosphate hexahydrate (MgNH4PO4·6H2O). The experiment involved using 1.2 grams of 10-52-10 plant food, which contains 52% P2O5, to yield 2.30 grams of MgNH4PO4·6H2O. The participant calculated the actual yield of phosphorus as 0.290 grams and sought clarification on determining the theoretical yield of the precipitate. Key insights include the necessity of understanding the stoichiometry of the reaction and the relationship between phosphorus content in the plant food and the precipitate formed.

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Julia78
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I just finished an experiment where I precipitated 2.30 g of MgNH4PO4 6H20.

The gravimetric analysis of phosphorous in this experiment is based on the
precipitation of phosphorous as MgNH4PO4 . 6H2O from a solution that contains the
monohydrogen phosphate ion (HPO42- ), ammonium ions, and magnesium ions. The
balanced reaction is:
5 H2O + HPO42- + NH41+ + Mg2+ + OH1- =====> MgNH4PO4 . 6H2O I need to calculate percent yield of MgNH4PO4 . 6H2O obtained in my experiment using 10-52-10 plant food label as a guide to determine the theoretical yield of MgNH4PO4 . 6H2O.

So, the plant food contains:
10% N
52% P2O5
10% MgO

In my experiment I used 1.2 grams of 10-52-10 plant food ( + 4 grams MgSO4 7H2O) and obtained 2.30 g of MgNH4PO4 6H20
I know that % yield = actual yield/ theoretical yield x 100%
But, how do I calculate actual yield from the data I have?

So far I calculated:
air dry weight of MgNH4PO4 . 6H2O = 2.30 g
Grams of phosphorusin MgNH4PO4 6H20 = 0.290g
%P in plant food = 24.16
% P2O5 in equivalent to %P above = 55.45
% p2O5 in 10-52-10 plant food = 52

When do I do next?? Any help is greatly appreciated?
 
Last edited:
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Something is strange here - gravimetric analysis is not to calculate percent yield - it is based on the assumption that percent yield is exactly 100%, and it is done to check what is the amount of analyte in the sample.

But if you really need it... How many moles of P in the sample? How many moles of phosphate should be precipitated if all phosphorus was converted to phosphoric acid? What should be the mass of the precipitate?

--
 
So, the amount of phosphorus:
0.290 g P = 0.00936 moles P
Amount of phosphate --> from the reaction above...
(2.30 g MgNH4PO4 . 6H2O)(1 mol/ 245.45 g) (1 mol PO4 2-/ 1 mol MgNH4PO4 . 6H2O) = 0.00957 moles

I still do not understand how to obtain theoretical weight of precipitate?

No matter how I calculate the mass of precipitate I obtain 2.30 g, which is the actual yield I obtained in my experiment...
 
Last edited:
You should calculate amount of phosphorus in the sample from its mass and the fact it contains 52% by mass P2O5, if you calculate it from the amount of the precipitated salt and use it to calculate yield, you will just prove that 1=1.

If you have one atom of phosphorus, how many molecules of MgNH4PO4 can you make? From dozen atoms? From a mole?
 
THANK YOU! I finnally got it!
 

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