In an ordinary dilution, adding solvent or diluent lowers the concentration while keeping the amount of ingredient constant.
5 Concentrations, Dilutions, and Reconstitution Online Quiz Questions
Use this free practice quiz with 20 questions to review 5 Concentrations, Dilutions, and Reconstitution, test your knowledge, and prepare for your next test or exam.
A solution is labeled 1:1,000 w/v. What is its concentration expressed in mg/mL?
- A
0.1 mg/mL
- B
1 mg/mL
- C
10 mg/mL
- D
1 g/mL
Select all statements that correctly interpret the percentage concentration shown.
- A
2% w/v means 2 g of ingredient in each 100 mL of final solution.
- B
2% w/w means 2 g of ingredient in each 100 g of final mixture.
- C
5% v/v means 5 g of ingredient in each 100 mL of final solution.
- D
5% v/v means 5 mL of ingredient in each 100 mL of final solution.
A solution is 2% w/v. What is its concentration in mg/mL?
- A
2 mg/mL
- B
10 mg/mL
- C
20 mg/mL
- D
200 mg/mL
Write the ordinary dilution equation using C1, V1, C2, and V2, where the subscripts 1 and 2 refer to starting and final values, respectively.
A preparation has a concentration of 20 mg/mL. How much ingredient is contained in 15 mL?
- A
30 mg
- B
200 mg
- C
300 mg
- D
3,000 mg
To prepare 100 mL at 10 mg/mL from a 40 mg/mL stock, measure mL of stock. Enter the volume as a number of milliliters.
A reconstituted product has a labeled final concentration of 250 mg/mL. What volume contains 375 mg? Enter the numerical volume in mL.
Before using C1V1=C2V2, ensure the concentration units each other and the volume units match each other.
A technician measures 25 mL of stock and prepares a dilution to a final volume of 100 mL. Select all statements that correctly guide the preparation.
- A
Bring the mixture to the specified final volume of 100 mL.
- B
Always add exactly 75 mL of diluent because 100−25=75.
- C
Treat 75 mL as an approximate amount of diluent only when the volumes are additive.
- D
Check that the final volume is at least as large as the stock volume.
After reconstitution, the final solution volume is not necessarily equal to the volume of diluent added.
- A
True
- B
False
A powder product is to be reconstituted, and a dose must then be withdrawn. Explain which information must come from product-specific instructions and how the volume to withdraw is calculated once the final concentration is known. Also explain why the withdrawal calculation does not determine the amount of diluent to add.
When reconstituting a dry product, how should the amount of diluent to add be determined?
- A
Add diluent until the amount added equals the desired final solution volume.
- B
Follow the specified product instructions for the diluent and amount to add.
- C
Choose the amount of diluent from the withdrawal volume calculation.
- D
Assume that the volume of diluent added equals the final solution volume.
Which approach best follows the guidance for numerical precision when completing a concentration or dilution calculation?
- A
Round every intermediate value to the nearest whole number.
- B
Keep all intermediate digits and never round the final measurement.
- C
Retain sufficient precision during calculation, then round the final measurement as directed.
- D
Always round the final measurement to one decimal place.
What does a concentration of 3% w/v mean?
- A
3 g in 100 g of final mixture
- B
3 g in 100 mL of final solution
- C
3 mL in 100 mL of final solution
- D
3 g in 1,000 mL of final solution
True or false: If you mix 40 mL of stock solution with 60 mL of diluent, the final volume is always exactly 100 mL.
- A
True
- B
False
Convert a 1.8% w/v solution to mg/mL.
- A
1.8 mg/mL
- B
10.8 mg/mL
- C
18 mg/mL
- D
180 mg/mL
A solution is labeled 1:2,500 w/v, meaning 1 g of ingredient per 2,500 mL of final preparation. What is its concentration in mg/mL?
A preparation contains 16 mg/mL of ingredient. How much ingredient is present in 7.5 mL?
- A
120 mg
- B
23.5 mg
- C
2.13 mg
- D
120 mL
How many milliliters of a 70 mg/mL preparation contain 210 mg of ingredient?