a. How to prepare 8.00% (v/v) ethanol solution? which option? option1.) Measure 8 mL of ethanol and dissolve it with 100 mL water. option2.) Measure 4 mL of ethanol and dissolves it with 45.5 mL water. option3.) Measure 7 mL of ethanol and dissolves it with 80.5 mL water option4.) Measure 8 mL ethanol and dissolve it with 91.5 mL water b. If there is 0.500 mg of selenium in 350 g of solution, calculate the selenium concentration? c.How many grams of NaCl and water are required to make 150 g of a 10% (w/w) NaCl solution?

Introductory Chemistry For Today
8th Edition
ISBN:9781285644561
Author:Seager
Publisher:Seager
Chapter7: Solutions And Colloids
Section: Chapter Questions
Problem 7.34E
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a. How to prepare 8.00% (v/v) ethanol solution? which option?

option1.) Measure 8 mL of ethanol and dissolve it with 100 mL water.
option2.) Measure 4 mL of ethanol and dissolves it with 45.5 mL water.
option3.) Measure 7 mL of ethanol and dissolves it with 80.5 mL water
option4.) Measure 8 mL ethanol and dissolve it with 91.5 mL water

b. If there is 0.500 mg of selenium in 350 g of solution, calculate the selenium concentration?

c.How many grams of NaCl and water are required to make 150 g of a 10% (w/w) NaCl solution?

d.A solution with a density of 0.876 g/mL contains 2.5 g of substance A with a molar mass of 92.14 g/mol and 112.5g of benzene. Calculate the molality and molarity of the solution.

e.What is the molarity and normality of a solution which is prepared by dissolving 75.0 g of Ba(OH)₂ in water and diluting it to 1.00 L. The molar mass of Ba(OH)₂ is 171 g/mol.

f.If 25.0 mL of a 2.19 M solution are diluted with 72.8 mL, what is the final concentration?

g.If 25.0 mL of a 2.19 M solution are diluted to 72.08 mL, what is the final concentration?

h. What volume of 5.0 M acetic acid is required to prepare 100 mL of 0.050 M acetic acid?

i.Chemicals are to be stored? which option?

option1.)In alphabetical order
option2.)Keeping incompatible chemicals apart
option3.)According to their physical state
option4.)According to their weight

 

 

 

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