wayground logo

Free Printable Worksheets

Font size

S
M
L
XL
Worksheets

Pharmacy Alligation Practice

Total questions: 21

Worksheet time: 1hrs 2mins

Name
Class
Date
1.

If you mix a 10% solution with a 30% solution to create 20 mL of a 20% solution, how many mL of each do you need?

4 lines
2.

To prepare 50 g of a 5% ointment using a 10% ointment and a 2% ointment, how much of each should you use?

4 lines
3.

How many parts of a 15% solution and a 5% solution are needed to create 30 mL of a 10% solution?

4 lines
4.

To prepare 100 mL of a 12% solution using a 20% solution and a 5% solution, how much of each do you need?

4 lines
5.

If you need to create 200 mL of a 20% solution from a 25% solution and a 10% solution, how many mL of each do you need?

4 lines
6.

How many grams of a 3% solution and a 1% solution are needed to create 60 g of a 2% solution?

4 lines
7.

To mix 80 mL of a 6% solution using a 12% solution and a 2% solution, how much of each do you need?

4 lines
8.

If you want to prepare 100 mL of a 4% solution from a 6% and a 2% solution, how much of each do you need?

4 lines
9.

Create a 25 mL solution that is 5% by mixing a 10% solution and a 2% solution. How much of each solution is needed?

4 lines
10.

How many grams of a 9% ointment and a 3% ointment are needed to make 100 g of a 6% ointment?

4 lines
11.

If you need to prepare 90 mL of a 15% solution, combining a 20% solution and a 10% solution, how much of each do you need?

4 lines
12.

What is the amount of a 30% solution and a 10% solution needed to create 120 mL of a 20% solution?

4 lines
13.

To create 150 g of a 2% ointment from a 5% and a 1% ointment, how much of each do you need?

4 lines
14.

If you want to mix a 15% and a 5% solution to create 250 mL of a 10% solution, how many mL of each do you need?

4 lines
15.

How much of a 4% solution and a 1% solution are needed to prepare 200 g of a 3% solution?

4 lines
16.

You need 80 mL of a 6% solution from a 10% and a 3% solution. How much of each solution will you need?

4 lines
17.

If you want to create 120 mL of a 2.5% solution using a 5% and a 1% solution, how much of each do you need?

4 lines
18.

To create 200 g of a 4% ointment from a 6% and a 2% ointment, how much of each do you need?

4 lines
19.

How many mL of a 12% solution and a 6% solution are required to make 100 mL of a 9% solution?

4 lines
20.

If you need 90 g of a 3% ointment from a 5% and a 2% ointment, how much of each do you need?

4 lines
21.

How much water must be added to prepare a 0.2M dilute solution KBr? Your stock solution is 100 mL of 1.5M KBr.

a)

175 mL

b)

750 mL

c)

650 mL

d)

13.3 mL