What type of transformation of a geometric figure can you relate to a scale drawn reflection rotation translation dilation
All of the listed transformations (reflection, rotation, translation, and dilation) are different types of transformations that can be applied to a geometric figure.
1. Reflection: This transformation involves flipping a figure across a line called the line of reflection. Each point on the original figure is translated to a point on the reflected figure that is equidistant to the line of reflection.
2. Rotation: This transformation involves rotating a figure around a fixed point called the center of rotation. The figure is rotated by a certain angle, and each point on the original figure moves along a circular path to a new location on the rotated figure.
3. Translation: This transformation involves sliding a figure in a certain direction by a specific distance. Every point on the original figure is moved the same distance and in the same direction to create the translated figure.
4. Dilation: This transformation involves resizing a figure. Each point on the original figure is moved closer to or further away from a fixed point called the center of dilation, resulting in a figure that is either larger or smaller than the original proportionally.
Each of these transformations has unique characteristics and rules regarding how they affect the geometric figure, but they all involve altering the position, orientation, or size of the figure.