Asked by Lyndsey
the density of a certain aqueous solution is 1.17g/ml, and the solution is 3.57% by mass NaOH. how many ml of this solution would you need to use in order to prepare 100.0 ml of .150 M NaOH solution?
I'm not sure where to start and what the process to go through would be... Help!
I'm not sure where to start and what the process to go through would be... Help!
Answers
Answered by
DrBob222
The density of the solution is 1.17 g/mL. How much does a liter weigh?
1.17 g/mL x 1000 mL = ?? grams = mass of soln.
How much of that is NaOH? 0.0357%; therefore, ?? g soln x 0.0357 = ??g NaOH.(The remainder is the mass of the water in the solution).
How many mols NaOH is that? ??gNaOH/molar mass NaOH.
So that many mols in a liter of solution is the molarity.
Then M x mL = M x mL OR
M x mL = 0.150 x 100 mL.
You know M from above and that leaves only mL. Solve for that.
Check my thinking. Check my work. Post your work if you get stuck.
1.17 g/mL x 1000 mL = ?? grams = mass of soln.
How much of that is NaOH? 0.0357%; therefore, ?? g soln x 0.0357 = ??g NaOH.(The remainder is the mass of the water in the solution).
How many mols NaOH is that? ??gNaOH/molar mass NaOH.
So that many mols in a liter of solution is the molarity.
Then M x mL = M x mL OR
M x mL = 0.150 x 100 mL.
You know M from above and that leaves only mL. Solve for that.
Check my thinking. Check my work. Post your work if you get stuck.
Answered by
lingling
12
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