This image shows a Chapter 1 Test, Form 1A, for Geometry covering several concepts, including reasoning, sequences, geometric patterns, and planes. I'll guide you through some of the problems visible in the image.

Summary of some key questions from the test:

1. Counterexample for conjecture: The first problem asks which counterexample disproves the conjecture: "All brown-haired people own poodles."

2. Next term in a sequence: The second problem provides a sequence (5, 8, 11, 14, ...) and asks for the next term.

3. Pattern recognition: The third problem asks for the next figure in a sequence of geometric shapes.

4. Finding the next term in a number sequence: The fourth problem gives options for rules to find the next term in a sequence.

5. Geometric models for planes: The fifth problem involves selecting a model that could represent a plane (like a garage door, fence post, etc.).

There are also figures in the image for questions related to collinear points, rays, and planes.

Would you like me to help solve a specific question from this test? Let me know if you'd prefer details on any of the concepts involved, or need any specific answers!

Here are some questions to expand on:

1. What is a counterexample in mathematical reasoning?
2. How do you determine the next term in an arithmetic sequence?
3. What methods can be used to recognize patterns in geometry?
4. Can multiple planes intersect in more than one point?
5. What are some key concepts involved in geometric figures like rays and planes?

Tip: For geometric reasoning, always visualize how points, lines, and planes interact in space to understand their relationships better!