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Fractions of Whole Numbers

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Fractions of Whole Numbers

Fractions of Whole Numbers

Fractions and whole numbers illustration

🔢 Part 1: Finding Fractions of Whole Numbers

1. Calculate 2/3 of 24. Show your working:

Step 1: Divide 24 by the denominator: 24 ÷ ____ = ____

Step 2: Multiply by the numerator: ____ × ____ = ____

2. Find 3/5 of 20:
3. Calculate 1/6 of 18:
4. Find 4/7 of 21:

🎯 Part 2: Finding the Whole from a Fractional Part

5. If 1/4 of a set is 6, what is the whole set?

Working: Whole = ____ × ____ = ____

6. If 1/3 of the set is 7, find the whole set:
7. If 2/5 of the set is 12, what is the whole set?
8. If 3/8 of a group is 15, find the total group size:

✅ Part 3: Multiple Choice Questions

9. What is 2/3 of 15?

5

10

12

9

10. If 1/5 of a set is 8, the whole set is:

32

40

48

35

11. Which of these are correct? (Select all that apply)

1/2 of 16 = 8

3/4 of 20 = 15

2/3 of 18 = 12

1/6 of 24 = 6

📝 Part 4: Fill in the Blanks

12. Complete the fraction vocabulary:

In the fraction 3/7, the number 3 is called the _____________ and the number 7 is called the _____________.

13. Complete the steps:

To find 2/5 of 30:

First, _______ 30 by _____ to get one part = _____

Then, _______ by _____ to get the answer = _____

14. Word Problems:

Sarah has 36 stickers. She gives away 2/3 of them to her friends. How many stickers did she give away?

Tom ate 1/4 of a box of chocolates, which was 5 chocolates. How many chocolates were in the full box?

🎨 Part 5: Visual Representation

15. Draw a diagram to show 3/4 of 16:
16. Use pictures or diagrams to explain how you would find 2/3 of 21:
17. Explain in your own words how to find a fraction of a whole number:

🔄 Part 6: Matching Activity

18. Match each problem with its correct answer:
1. 1/3 of 27
2. 3/5 of 25
3. 2/7 of 35
4. 5/6 of 18
A. 15
B. 9
C. 10
D. 15

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