At 20.degree. C., the unsaturated solution is divided into two equal parts by mass, one part evaporates 10 g of water and precipitates 4 g of, and the other part evaporates 20 g of water to precipitate 10 g of crystal The solubility of the substance at 20°C is () The answer is 60 g per 100 g of water, Didn't the title say two different copies? Why is it that 10 g evaporates first and 10 g later? And what is 10-4=6g? How did you get here?

At 20.degree. C., the unsaturated solution is divided into two equal parts by mass, one part evaporates 10 g of water and precipitates 4 g of, and the other part evaporates 20 g of water to precipitate 10 g of crystal The solubility of the substance at 20°C is () The answer is 60 g per 100 g of water, Didn't the title say two different copies? Why is it that 10 g evaporates first and 10 g later? And what is 10-4=6g? How did you get here?

In the first part,10g of water evaporated has crystal precipitation, indicating that the remaining solution is saturated solution after 10g of water evaporated. Divide the unsaturated solution into two equal parts by mass, and note that it is equal part by mass. In the second part,20g of water evaporated can be regarded as 10g of water evaporated and 4g of crystal precipitated, and 10g-4g of water evaporated and 6g of crystal precipitated. The solubility of the substance is 6*100/10=60g.
This is a relatively simple calculation of solubility, think about it, there should be no problem.

After the mass fraction of a% NaOH solution was evaporated off mg of water, it became VmL3a% NaOH solution (no crystal precipitation during evaporation) The concentration of the substance in the solution after evaporation is (mol/L), friends, give a detailed explanation After the mass fraction of a% NaOH solution was evaporated off mg water, it became VmL3a% NaOH solution (no crystal precipitation during evaporation) The concentration of the substance in the solution after evaporation is (mol/L), friends, give a detailed explanation

Oh, let me try. If the mass of NaOH is M, and the mass of the remaining water is m1, then M/(m1+m+M)=a%, M/(m1+M)=3a%, then m=2(M+m1) can be solved. The mass concentration of the substance can be converted by mass fraction. Find the product of the dissolved liquid V, VmL has been given, then find the mass of NaOH is M, the mass of the substance is M/40,...

Oh, let me try. If the mass of NaOH is M, and the mass of the remaining water is m1, then M/(m1+m+M)=a%, M/(m1+M)=3a%, then m=2(M+m1) can be solved. The mass concentration of the substance can be converted by mass fraction. Find the product of the dissolved liquid V, VmL is given, and then find the mass of NaOH is M, and the mass of the substance is M/40,...