The total concentration of Ca and Mg* in a sample of hard water was determined by titrating a 0.125 L sample of the water with a solution of EDTA, The EDTA chelates the Ca+ and Mg+. Ca (aq) + EDTA (aq) Mg2 (aq) + EDTA+ (aq) Ca(EDTA) (aq) Mg(EDTA)?-(aq) The sample required 34.9 ml of 0.0360 M EDTA solution to reach the end point in the titration. A second 0.125 L sample was then treated with sulfate ions to precipitate Ca as calcium sulfate. The Mg* was then titrated with 23.5 ml. of 0.0360 M EDTA*. What is the concentration of Mg* in the sample of hard water in milligrams per liter (mg/L). [Mg1= mg/L

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The total concentration of Ca* and Mg+ in a sample of hard water was determined by titrating a 0.125 L sample of the
water with a solution of EDTA. The EDTA chelates the Ca+ and Mg+.
Ca (aq) + EDTA (aq) Ca(EDTA) (aq)
Mg? (aq) + EDTA+ (aq) Mg(EDTA) (aq)
The sample required 34.9 mL of 0.0360 M EDTA solution to reach the end point in the titration. A second 0.125 L
sample was then treated with sulfate ions to precipitate Ca as calcium sulfate. The Mg* was then titrated with 23.5 mL
of 0.0360 M EDTAt,
What is the concentration of Mg?+ in the sample of hard water in milligranms per liter (mg/L).
[Mg] =
%3D
mg/L
What is the concentration of Ca in the sample of hard water in milligrams per liter (mg/L).
[Ca*) =
mg/L
Transcribed Image Text:The total concentration of Ca* and Mg+ in a sample of hard water was determined by titrating a 0.125 L sample of the water with a solution of EDTA. The EDTA chelates the Ca+ and Mg+. Ca (aq) + EDTA (aq) Ca(EDTA) (aq) Mg? (aq) + EDTA+ (aq) Mg(EDTA) (aq) The sample required 34.9 mL of 0.0360 M EDTA solution to reach the end point in the titration. A second 0.125 L sample was then treated with sulfate ions to precipitate Ca as calcium sulfate. The Mg* was then titrated with 23.5 mL of 0.0360 M EDTAt, What is the concentration of Mg?+ in the sample of hard water in milligranms per liter (mg/L). [Mg] = %3D mg/L What is the concentration of Ca in the sample of hard water in milligrams per liter (mg/L). [Ca*) = mg/L
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