A more thorough explanation:

Definition: Distributive means dividing and sharing things into separate parts or portions.

Examples:

• When the teacher gave out the candy, she was distributive and made sure everyone got an equal amount.
• The company's profits were distributive among the employees based on their performance.
• In math, the distributive property is used to simplify expressions by breaking them down into smaller parts.

The examples show how distributive means dividing and sharing things into separate parts or portions. In the first example, the teacher is being distributive by making sure everyone gets an equal amount of candy. In the second example, the company is being distributive by sharing the profits among the employees based on their performance. In the third example, the distributive property in math is used to break down expressions into smaller parts to make them easier to solve.