Division practice worksheet using sharing and grouping methods to understand basic division problems.

Let's solve the division problems on this worksheet step by step, using sharing and grouping methods as shown.

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🔹 Problem 1: Divide 9 into 3 equal groups. (SHARING)

We are dividing 9 items into 3 equal groups.

- We need to share 9 equally among 3 groups.
- So, each group gets:
$$
9 \div 3 = 3
$$

✔ Answer:
There are 3 in each group.
Division sentence: $ 9 \div 3 = 3 $

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🔹 Problem 2: Divide 9 into groups of 3. (GROUPING)

Now we are grouping 9 items into groups of 3.

- How many groups of 3 can we make from 9?
- $ 9 \div 3 = 3 $ groups

✔ Answer:
There are 3 groups of 3.
Division sentence: $ 9 \div 3 = 3 $

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🔹 Problem 3: Divide 12 into 4 groups. (SHARING)

Divide 12 items into 4 equal groups.

- Each group gets:
$$
12 \div 4 = 3
$$

✔ Answer:
There are 3 in each group.
Division sentence: $ 12 \div 4 = 3 $

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🔹 Problem 4: Divide 12 into groups of 4. (GROUPING)

Group 12 items into groups of 4.

- How many groups of 4 can we make?
$$
12 \div 4 = 3
$$

✔ Answer:
There are 3 groups of 4.
Division sentence: $ 12 \div 4 = 3 $

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✔ Final Completed Table:

| SHARING | GROUPING |
|--------|---------|
| Divide 9 into 3 equal groups. | Divide 9 into groups of 3. |
|  |  |
| There are 3 in each group. | There are 3 groups of 3. |
| Division sentence: $ 9 \div 3 = 3 $ | Division sentence: $ 9 \div 3 = 3 $ |

| Divide 12 into 4 groups. | Divide 12 into groups of 4. |
|-------------------------------|----------------------------------|
|  |  |
| There are 3 in each group. | There are 3 groups of 4. |
| Division sentence: $ 12 \div 4 = 3 $ | Division sentence: $ 12 \div 4 = 3 $ |

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📝 Explanation:

- Sharing: We split a total number into a given number of equal groups. We ask: *"How many in each group?"*
- Grouping: We form groups of a specific size. We ask: *"How many such groups can we make?"*

Both lead to the same division result, but they represent different ways of thinking about division.

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✔ All answers are correct and consistent with the concept of division!