Asked by James
The solubility of barium nitrate at 100°C is 34 g/100 g of H2O and at 0°C is 5.0 g/100g of H2O. If you start with 100 g of Ba(NO3)2 and make a saturated solution in water at 100°C, how much water is required? If the saturated solution is cooled to 0°C, how much Ba(NO3)2 is precipitated out of solution? The precipitated crystals carry along with them on their surface 4 g of H2O per 100 g of crystals.
Answers
Answered by
DrBob222
To dissolve 100 g Ba(NO3)2 @ 100 C we need
100 g H2O x (100 g/34 g) = ?? g H2O.
When the solution cools to 0 C we get this much Ba(NO3)2 as a ppt.
5 g Ba(NO3)2 x (?? g from above/100) = xx g Ba(NO3)2. I get something like 15 g for this but you need to do it more accurately than that. Since the crystals carry extra H2O molecules on their surface (4 g/100 g crystals), the 15 g crystals will have an extra
4 g x (15/100) = 0.6 so the total mass is 15.6 g. Check my thinking.
100 g H2O x (100 g/34 g) = ?? g H2O.
When the solution cools to 0 C we get this much Ba(NO3)2 as a ppt.
5 g Ba(NO3)2 x (?? g from above/100) = xx g Ba(NO3)2. I get something like 15 g for this but you need to do it more accurately than that. Since the crystals carry extra H2O molecules on their surface (4 g/100 g crystals), the 15 g crystals will have an extra
4 g x (15/100) = 0.6 so the total mass is 15.6 g. Check my thinking.
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.