Fraction identification worksheet for elementary students, featuring shapes divided into equal parts with fill-in-the-blank questions.

You're looking at a fractions worksheet designed to help students understand how shapes are divided into equal parts and what those parts are called.

Let’s go through each problem one by one and fill in the blanks correctly with explanations.

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a. Circle divided vertically into 2 parts

✔ Already filled in correctly:
- This circle has 2 equal parts.
- It is divided into halves.
- One part is called one half.

🔹 *Explanation*: When a shape is split into 2 equal parts, each part is called a “half.” The fraction is 1/2.

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b. Rectangle divided into 6 equal squares (2 columns × 3 rows)

- This rectangle has 6 equal parts.
- It is divided into sixths.
- One part is called one sixth.

🔹 *Explanation*: There are 6 small equal squares. So the whole is divided into 6 equal parts → “sixths.” Each part is 1/6 of the whole.

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c. Circle divided into 4 equal parts (like a plus sign)

- This circle has 4 equal parts.
- It is divided into fourths (or quarters).
- One part is called one fourth (or one quarter).

🔹 *Explanation*: 4 equal slices = fourths. In everyday language, we often say “quarters,” but in math, “fourths” is more precise. Fraction: 1/4.

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d. Rectangle divided into 8 equal parts (2 columns × 4 rows)

- This rectangle has 8 equal parts.
- It is divided into eighths.
- One part is called one eighth.

🔹 *Explanation*: 8 equal rectangles = eighths. Each part represents 1/8 of the whole.

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e. Circle divided into 3 equal parts (like a peace sign)

- This circle has 3 equal parts.
- It is divided into thirds.
- One part is called one third.

🔹 *Explanation*: 3 equal slices = thirds. Each part is 1/3 of the whole.

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## ✔ Final Answers:

a.
- 2
- halves
- one half

b.
- 6
- sixths
- one sixth

c.
- 4
- fourths (or quarters)
- one fourth (or one quarter)

d.
- 8
- eighths
- one eighth

e.
- 3
- thirds
- one third

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💡 Teaching Tip: You can reinforce this by having students color one part and write the fraction (e.g., 1/2, 1/4, etc.) next to it. Visuals like these build strong foundational understanding of fractions!

Let me know if you’d like a printable version or additional practice problems! 😊