1. The problem involves understanding an enlargement transformation in geometry. 2. Enlargement is a type of transformation that changes the size of a shape but keeps its shape and angles the same. 3. The scale factor determines how much larger or smaller the image will be compared to the original. 4. To draw an enlargement, we start with the original shape and a center of enlargement. 5. Each point of the original shape is connected to the center, and the distance from the center to each point is multiplied by the scale factor. 6. The new points form the enlarged shape. 7. In this diagram, the original triangle ABC is enlarged with center O and scale factor 2. 8. Points A, B, and C are connected to O, and their distances are doubled to get points A', B', and C'. 9. The enlarged triangle A'B'C' is shown in red, twice the size of the original triangle ABC in blue. 10. This visual helps understand how enlargement works in geometry.