.5 moles x 111g/mole = 55.5 g 2.0 x .250 = .5 moles %3D # 5-8 : Calculate the number of moles and the number of gram of each solution : 6.500 ml Of 2.0M KNO3 5. 1.0 L of .50M NaCl 8. 2.0 L of .30M Na2SO4 7. 250 ml of 0.1M CaCl2 9. What is the volume (in liters) ofa .20M solution that contains .30 moles of Na2SO4 dissolved in it ? Making Dilutions: Chemists often use more concentrated solutions to make more dilute solutions. The number of moles of solute does not change when a soultion is diluted. Number of moles before dilution = Number of moles after dilution Since moles Molarity (M) x liters ( V), then : M1 x V1 M2 x V2 %D Example : How would you prepare 100 ml of .4OM MGSO4 form a solution of 2.0 M MgSO4 ? M2 = .40M V2 = 100 ml %3D %3D 2.0 x V1 = .40 x 100 Vi = .40 x 100 = 20 ml %3D %3D 2.0 So, you would measure out 20 ml of the original solution, then add enough water to it to bring the volume to 100 ml. Important: You can do these dilution problems in either ml or liters, but the Vị and V2 must both be in the same units ( either both ml or both liters; don't mix them up ). Calculate the volumes you must dilute to make : 10. 500 ml of .50 M NaCl from 2.0 M original stock solution. 11. 2.0 L of .20M MgSO4 from .50 M stock solution. 12. 50 ml of .2M KNO3 from 4.0 M stock solution.

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.5 moles x 111g/mole = 55.5 g
2.0 x .250 = .5 moles
%3D
# 5-8 : Calculate the number of moles and the number of gram of each solution :
6.500 ml Of 2.0M KNO3
5. 1.0 L of .50M NaCl
8. 2.0 L of .30M Na2SO4
7. 250 ml of 0.1M CaCl2
9. What is the volume (in liters) ofa .20M solution that contains .30 moles of
Na2SO4 dissolved in it ?
Making Dilutions: Chemists often use more concentrated solutions to make more
dilute solutions. The number of moles of solute does not change when a soultion
is diluted.
Number of moles before dilution = Number of moles after dilution
Since moles
Molarity (M) x liters ( V), then :
M1 x V1
M2 x V2
%D
Example : How would you prepare 100 ml of .4OM MGSO4 form a solution of 2.0 M
MgSO4 ?
M2 = .40M
V2 = 100 ml
%3D
%3D
2.0 x V1 = .40 x 100
Vi = .40 x 100 = 20 ml
%3D
%3D
2.0
So, you would measure out 20 ml of the original solution, then add enough water to
it to bring the volume to 100 ml. Important: You can do these dilution problems in
either ml or liters, but the Vị and V2 must both be in the same units ( either both
ml or both liters; don't mix them up ).
Calculate the volumes you must dilute to make :
10. 500 ml of .50 M NaCl from 2.0 M original stock solution.
11. 2.0 L of .20M MgSO4 from .50 M stock solution.
12. 50 ml of .2M KNO3 from 4.0 M stock solution.
Transcribed Image Text:.5 moles x 111g/mole = 55.5 g 2.0 x .250 = .5 moles %3D # 5-8 : Calculate the number of moles and the number of gram of each solution : 6.500 ml Of 2.0M KNO3 5. 1.0 L of .50M NaCl 8. 2.0 L of .30M Na2SO4 7. 250 ml of 0.1M CaCl2 9. What is the volume (in liters) ofa .20M solution that contains .30 moles of Na2SO4 dissolved in it ? Making Dilutions: Chemists often use more concentrated solutions to make more dilute solutions. The number of moles of solute does not change when a soultion is diluted. Number of moles before dilution = Number of moles after dilution Since moles Molarity (M) x liters ( V), then : M1 x V1 M2 x V2 %D Example : How would you prepare 100 ml of .4OM MGSO4 form a solution of 2.0 M MgSO4 ? M2 = .40M V2 = 100 ml %3D %3D 2.0 x V1 = .40 x 100 Vi = .40 x 100 = 20 ml %3D %3D 2.0 So, you would measure out 20 ml of the original solution, then add enough water to it to bring the volume to 100 ml. Important: You can do these dilution problems in either ml or liters, but the Vị and V2 must both be in the same units ( either both ml or both liters; don't mix them up ). Calculate the volumes you must dilute to make : 10. 500 ml of .50 M NaCl from 2.0 M original stock solution. 11. 2.0 L of .20M MgSO4 from .50 M stock solution. 12. 50 ml of .2M KNO3 from 4.0 M stock solution.
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