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1. A wastewater sample contains 7.4 mg P/L PO, and 4.5 mg P/L P,0*. a. Calculate the total phosphorus as mg PL b. Find the co

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Answer #1

1.

a. Given that the wastewater sample contains 7.4 mg P/L PO43- and 4.5 mg P/L P2O74-.

The phosphorous in the wastewater is contributed by these two types of ions

The contribution of phosphorous by PO43- per litre of wastewater is 7.4 mg and the contribution of phosphorous to 1 litre wastewater by P2O74- is 4.5 mg.

Thus 1 litre wastewater contains 7.4mg of Phosphorous from PO43- and 4.5 mg of Phosphorous from P2O74-

Therefore a total of 7.4 + 4.5 = 11.9 mg of phosphorous is present in 1 litre of wastewater.

Thus the required total phosphorous as mg/L is 11.9 mg/L

b.

7.4 mg phosphorous present in the 1 lire of water as PO43-

This means the weight of Phosphorous in PO43- is 7.4 mg in 1 litre of wastewater.

7.4 mg = 0.0074 grams (1 mg = 0.001 grams)

The molar mass of PO43- is 94.9714 g/mol

The molar mass of Phosphorous is 30.97 g/mol

This means 94.9714 grams of PO43- contains 30.97 grams of Phosphorous

Or we can say

30.97 grams of phosphorous is present in 94.9714 grams of PO43- then

0.0074 grams of phosphorous is present in

0.0074 x 94.9714 / 30.97 = 0.02269 grams = 22.69 mg

Thus 7.4 mg of phosphorous is contained 22.69 mg of PO43-

Therefore the required concentration of PO43- is 22.69 PO43- mg/L

Likewise the concentration of P2O74- can be calculated from the molar masses

Given concentration of phosphorous as P2O74- is 4.5 mg = 0.0045 grams

The molar mass of P2O74- is 173.943

Molar mass of Phosphorous is 30.97 grams

Here two molecules of phosphorous is present in P2O74- and hence 2 x 30.97 grams = 61.94 grams of phosphorous is present in 173.943 grams of P2O74-

Thus 61.94 grams of phosphorous is present in 173.943 grams of P2O74- then

0.0045 grams of phosphorous is present in

0.0045 x 173.943 / 61.94 = 0.01264 grams = 12.64 mg of P2O74-

Thus the required concentration of P2O74- is 12.64 mg P2O74- / Litre

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