A solution initially contained 39 g/L of CO3²- and 15 g/L of Mg2+. When equilibrium is finally reached what will be the

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A solution initially contained 39 g/L of CO3²- and 15 g/L of Mg2+. When equilibrium is finally reached what will be the

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A Solution Initially Contained 39 G L Of Co3 And 15 G L Of Mg2 When Equilibrium Is Finally Reached What Will Be The 1
A Solution Initially Contained 39 G L Of Co3 And 15 G L Of Mg2 When Equilibrium Is Finally Reached What Will Be The 1 (37.57 KiB) Viewed 17 times
A Solution Initially Contained 39 G L Of Co3 And 15 G L Of Mg2 When Equilibrium Is Finally Reached What Will Be The 2
A Solution Initially Contained 39 G L Of Co3 And 15 G L Of Mg2 When Equilibrium Is Finally Reached What Will Be The 2 (43.29 KiB) Viewed 17 times
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A solution initially contained 39 g/L of CO3²- and 15 g/L of Mg2+. When equilibrium is finally reached what will be the concentration of CO3²-? Assume ionic strength is 0.24 M. MgCO3 Mg²+ + CO²- Given: || The Davis equation: logy=-A=² Ks = 1.15 x 10-5 (177-0.21). , where A = 0.5 and 1=0.5EC, (z,)² The concentration of CO3²- at equilibrium M.
A water solution of MgSO4 has a concentration of 5% by weight, calculate the concentration in units of: a. Concentration in Molar = b. Concentration in ppb = c. Concentration in mg/L as CaCO3= d. Concentration in mole fraction= (Hint: Molarity of pure water is approximately 55.51 M)
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