The image, the figure creates the conditions to form **more than one triangle**. Option a is the correct choice.
Here's why:
* The figure only has one side length (8 cm) and one angle measure (45°).
* To form a unique triangle, we need at least two sides and the angle between them (SAS), or three side lengths that satisfy the triangle inequality (SSS), or two angles and the side length between them (ASA).
* In this case, we only have one side and one angle, which is not enough information to determine a unique triangle.
* However, it is possible to form multiple triangles with the given information. We can fix the side length (8 cm) and the angle measure (45°) at different positions on a coordinate plane, resulting in different triangles.
Therefore, the answer is **more than one triangle**. So, Option a is the correct choice.