Molarity of EDTA = 0.0100 M
Volume of EDTA = 4.08 mL
Moles of EDTA = Molarity * Volume = 0.0100M * 4.08 mL = 0.0408 mmol
1 mol of EDTA reacts with 1 mol of Ca2+
So, moles of Ca2+ = 0.0408 mmol
Volume of water = 50.0 mL
Molarity of Ca2+ = moles/ Volume = 0.0408 mmol/ 50 mL = 0.000816 M
i.e. 0.000816 mol of Ca2+ are present in 1L of solution
0.000816 M = (0.000816 mol/1L)*(40g/mol)* (103 mg/g) = 32.64 ppm
So, ppm concentration of Ca2+ = 32.64
Co. A 50.0 mL aliquot of water (assume contains only Ca?") required 4.08 ml. of o.0100...
Problem 4: EDTA titration with 16.55 ml of o.0114 M EDTA at pH-10. A 50.0 mL sample of water containing both Ca? and Mg is titrated in another 50.0 mL sample, the Mg* was precipitated as Mg(OH)2 and then, Ca2* was titrated at pH 13 with 9.25 ml of the same EDTA solution. Calculate ppm CaCo, (FW-100.09) and MgCO, (FW-84.31) in the sample. FWca: 40.08; FWm: 24.30
Problem 4: EDTA titration with 16.55 ml of o.0114 M EDTA at pH-10....
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