What type of geometric transformations are explored in Module 4?

The correct choice highlights that Module 4 explores a variety of geometric transformations, specifically translations, rotations, reflections, and dilations. This comprehensive approach allows students to understand how each of these transformations affects the position, size, and orientation of geometric figures on a coordinate plane.

Translations involve sliding a figure in a straight line from one location to another without changing its shape or orientation. Rotations encompass turning a figure around a fixed point. Reflections create a mirror image of a figure across a line, which helps in understanding symmetry. Dilation involves resizing a figure proportionally, which is crucial for grasping concepts of similarity and scale.

By covering all these transformations, the module not only prepares students to manipulate geometric figures but also enhances their problem-solving skills and spatial reasoning, which are essential for higher-level mathematics. This broad focus sets the groundwork for future studies in geometry and its applications.