What is true for an image and a preimage in a reflection? (1 point) Responses The image is larger than the preimage. The image is larger than the preimage. The image is smaller than the preimage. The image is smaller than the preimage. The image and the preimage have the same orientation. The image and the preimage have the same orientation. The image and the preimage have different orientations.
The image and the preimage have the same orientation.
The image and the preimage have the same orientation.
The correct response is: The image and the preimage have the same orientation.
To understand why this is true, let's first understand what an image and a preimage are in the context of a reflection.
In geometry, a reflection is a transformation that "flips" an object across a line, which is called the line of reflection. The object being flipped is called the preimage, and the result of the flip is called the image.
When an object is reflected, its image appears on the other side of the line of reflection, and it appears to be a mirror image of the preimage. However, it is important to note that the image and the preimage are not actually physically different from each other. They are just different representations or views of the same object.
Since the image is simply a reflection of the preimage, it retains the same size and shape as the preimage. Therefore, in a reflection, the image and the preimage have the same orientation. It means that they have the same general arrangement or order of features.
So, the correct answer is that the image and the preimage have the same orientation.