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Let's go through each question and figure out the correct intersections.

### 1. Name the intersection of **DE** and **CE**.

- In this figure, DE and CE are two lines that intersect at point **E**. The lines meet at this point.
- Answer: **A. DE and CE**

### 2. Name the intersection of **Line ℓ and n**.

- In the second figure, **Line ℓ** and **Line n** intersect at point **B**.
- Answer: **A. Line ℓ and n**

### 3. Name the intersection of **Plane X** and **Plane Z**.

- The two planes **X** and **Z** intersect along the line **q**.
- Answer: **A. Plane X and Z**

These are the correct intersections based on the diagram.

Would you like more details on any of the problems?

Here are some related questions:
1. How do we determine the intersection of two lines in a plane?
2. What is the difference between line and plane intersections?
3. Can two planes intersect at more than one line?
4. How can we find the equation of the intersection line between two planes?
5. What are skew lines, and how do they differ from intersecting lines?

**Tip:** To find the intersection of two planes, visualize their overlapping area. If two planes are not parallel, their intersection is always a line.

Name the intersection of each given pair of figures.

Explore how to determine the intersections of various geometric figures, including lines and planes. This problem is designed for students in Grades 8-10 and covers essential concepts in geometry.

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