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The question in the image asks: 

**What postulate can be used to show the following statement is true?**

- The statement: *Line \( m \) contains points \( A \) and \( F \).*
- It concludes with: "A **(Line m)** contains at least two points."

### Explanation:
This is a fundamental concept from geometry. The postulate being referred to is likely one of the **basic postulates of geometry** related to lines and points.

The relevant postulate is:
- **Line Postulate (or Point-Line Postulate):** A line contains at least two points.

Therefore, the answer would be the **Line Postulate**, which states that a line contains at least two distinct points.

Would you like more information about geometric postulates or need help with other questions?

Here are 5 related questions to explore further:
1. What is the difference between a postulate and a theorem in geometry?
2. Can a line contain more than two points, and how is this demonstrated?
3. What other postulates relate to lines and points in geometry?
4. What is the significance of the intersection of two lines in terms of points?
5. How do postulates help build the foundations of geometric proofs?

**Tip:** Postulates in geometry are statements accepted as true without proof and are used as the building blocks for proving other theorems.

What postulate can be used to show the following statement is true? Line m contains points A and F. Postulate A line contains at least two points.

Learn how to apply the Line Postulate in geometry, which states that a line contains at least two distinct points. This concept is foundational for understanding geometric structures and proofs, suitable for students in Grades 8-10.

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