Dividing equally:
When we group equally, we divide the total number of items or objects into equal parts or groups. This means that each group will have the same number of items.

Example:
Let's say we have 12 apples and we want to group them equally among 3 friends. To do this, we can divide the 12 apples into 3 equal groups. Each group will then have 12 ÷ 3 = 4 apples.

Explanation:
When we divide equally, we are essentially distributing the total quantity into equal parts. This is done by dividing the total number by the number of groups or parts we want to create. The result of this division is the number of items that each group will have.

Mathematical representation:
If we have 'n' items and we want to divide them into 'm' equal groups, we can represent this as:
n ÷ m = x
Here, 'n' represents the total number of items, 'm' represents the number of groups, and 'x' represents the number of items in each group.

Significance of division:
Division is the mathematical operation that helps us distribute or share things equally. It allows us to divide a whole into equal parts, ensuring fairness and balance in the distribution.

Real-life applications:
The concept of dividing equally is used in various real-life scenarios, such as:
- Sharing snacks or treats equally among friends.
- Distributing resources or materials equally among a group of people.
- Splitting expenses evenly when going out with friends.
- Dividing chores or tasks equally among family members.

In conclusion, when we group equally, we divide the total number of items or objects into equal parts or groups. This can be represented mathematically as a division operation, where the result gives us the number of items in each group. Division is a fundamental concept that helps ensure fairness and balance in various real-life situations.