Asked by Anonymous
A chemist wants to make 500.0 mL of 0.215M NaCl. What mass of NaCl is needed?
would it be
.500 L x .215 M = .1075 mol NaCl
.1075 mol x 58.44g NaCl
= 6.28g NaCl needed
would it be
.500 L x .215 M = .1075 mol NaCl
.1075 mol x 58.44g NaCl
= 6.28g NaCl needed
Answers
Answered by
anonymous
Yes
Answered by
Dr Rebel
Making solutions... Solutions are prepared form one of 3 sources, Manufactured Solid Stock, Manufactured Liquid Stock or Laboratory Concentrate.
For mass of solid mfg stock needed (grams) use formula...
gms = [(Molarity needed x Vol needed(in liters) x formula wt of solute)] / [decimal fraction Purity factor]
Form vol of liqd mfg stock (ml) = [(Molarity Needed)(Vol needed in liters)(formula wt of solute)] / (fractional purity factor)(Specific Gravity)
From Laboratory Concentrate: Vol(ml) of concentrate needed => use 'dilution equation' and solve for Vol of concentrate.
(M X V)conc = (M x V)diluted
Transfer calculated quantity into mixing container and add solvent up to but not to exceed needed solution volume. Exception - For concentrated acids, add the liquid concentrate into a small quantity of water to minimize over heating and finish with solvent up to desired solution volume.
For mass of solid mfg stock needed (grams) use formula...
gms = [(Molarity needed x Vol needed(in liters) x formula wt of solute)] / [decimal fraction Purity factor]
Form vol of liqd mfg stock (ml) = [(Molarity Needed)(Vol needed in liters)(formula wt of solute)] / (fractional purity factor)(Specific Gravity)
From Laboratory Concentrate: Vol(ml) of concentrate needed => use 'dilution equation' and solve for Vol of concentrate.
(M X V)conc = (M x V)diluted
Transfer calculated quantity into mixing container and add solvent up to but not to exceed needed solution volume. Exception - For concentrated acids, add the liquid concentrate into a small quantity of water to minimize over heating and finish with solvent up to desired solution volume.
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.