To determine if a shape is a reflection of a preimage, you can compare the orientation and relative positions of corresponding points in both shapes against the line of reflection. Features that should stay the same include the size, shape, and distance between points, while the orientation should change (the shapes appear mirrored across the line of reflection). For example, if you have a triangle and its reflection across a vertical line, the reflected triangle will have the same side lengths and angles but will be positioned on the opposite side of the line while maintaining the same distance from it.
in 3 sententences describes the provess you could use to determine if a shape is a reflection of a preimage. what features should stay the same and what should change
from the preimage to the image? give an example
2 answers
it needs to be shorter
1 answer