a slide moves triangle abc to form a'b'c' what is the proper name of the transformation that formed a'b'c'?
Please go back to your posts about the 1.5L-there is a correction.
Also, your answer to the 50=3m+2 was wrong-go back to check the correction.
The proper name of the transformation that formed triangle A'B'C' is a translation.
A translation is a type of transformation that moves every point in a figure the same distance in the same direction. In this case, the slide of the triangle moves each point in triangle ABC in a specific direction and distance to create triangle A'B'C'.
To perform a translation, you can follow these steps:
1. Identify a vector that represents the direction and distance of the slide. A vector is represented by an arrow, with its length indicating the distance and its orientation indicating the direction.
2. Start by selecting a reference point, also known as the anchor point. This point will remain fixed during the translation.
3. Take each point of the original triangle and move it according to the vector you identified. Maintain the same distance and direction for all points.
4. Connect the new positions of the points to form the transformed triangle A'B'C'.
By following these steps, you can recreate the transformation and understand how the original triangle ABC was slid or translated to form triangle A'B'C'.