The image of an object as seen in a mirror is its mirror reflection or mirror image. In such an image, the right side of the object appears on the left side and vice versa. A mirror-image is therefore said to be laterally inverted and the phenomenon is called the lateral inversion.
Some letters don’t change upon reflection. In other words, they are the same as that of their Mirror Images. The letters having identical mirror images are A, H, I, M, O, T, U, V, W, X, Y. Similarly, in small letters we have i, l, o, v, w, and x that have the same Mirror Image as that of their original images. The number 1 and 8 are the only two numbers with their identical mirror images.
Any object that has a bilateral symmetry will have its mirror image the same as that of the object. By that, we mean that if you were to draw a line from top to bottom that splits the object into two parts, such that both the parts can be superimposed onto each other, the object’s Mirror Image will be same as that of the object’s image.
Let us consider an example below.
From the above figure, it is clear that in a mirror top and bottom of an image doesn’t change but the Left Hand Side (L H S) of real image becomes the Right Hand Side (R H S) in mirror image and the R H S in the real image becomes the L H S in the mirror image.
There are basically two types of questions in this section. The first kind is the letter/ Number Images. Here, you will have a combination of letters/words/numbers. We have to find their mirror images out of given alternatives. The second is the Geometrical Images questions. In this type of questions, we deal with figures having defined geometrical shapes.
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1. What is a mirror image? |
2. How do mirror images work? |
3. Why do mirror images appear reversed? |
4. Can mirror images be used in practical applications? |
5. Are mirror images the same as photographs? |
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