Answer on the question #43840, Chemistry, Other Question: What is the molarity of (SO4)^-2 ion in aqueous solution that contain 34.2ppm of Al2(SO4)3? Solution: If the solution contains the 34.2 ppm of Al2(SO4)3, it means that: ππ = ππ(π΄π΄ππ2 (ππππ4 )3 ) β 106 = 34.2 ppm ππ(π π π π π π π π π π π π π π π π ) There is x grams if Al2(SO4)3in 100 g of solution: π₯π₯ = 34.2 β 100 β 10β6 = 3.42 β 10β3 ππ The number of moles of Al2(SO4)3 is: m 10β3 = 10β5 ππππππ ππ(π΄π΄ππ2 (ππππ4 )3 ) = = 3.42 β M 342.1509 The number of moles of Al2(SO4)3and of (SO4)2- ion relates as: ππ(ππππ4 2β ) = 3 β ππ(π΄π΄ππ2 (ππππ4 )3 ) = 3 β 10β5 ππππππ Then, if the density of the solution is 1g/L, the molarity of (SO4)2- ion is: ππ(ππππ4 Answer: 3 β 10β6 ππππππ/πΏπΏ 2β n(ππππ4 2β ) 10β5 )= = 3β = 3 β 10β6 ππππππ/πΏπΏ V(solution) 0.1 http://www.AssignmentExpert.com/
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