That could be
O
H
I
O
or
I
O
W
A
I could be wrong but I believe the following have point symmetry: I H O X That means if you cut them in half vertically or horizontally the pieces would be the same, mirror images if you will. There are many more letters that are symmetrical down a vertical line such as M and W etc.
Yes capital A has one line of symmetry or 'mirror image'
Because they are perfectly symmetrical. go ahead and draw a square then look at it in the mirror :)
When it has a line of symmetry or 'mirror image' as for example in the capital letter A
A H I M O T U V W X Y.Comment: 1) That's for capitals. It can be different for the "lower case" letters, of course.2) Also, I'm not entirely sure what the question means. The letters given above are the ones that show "mirror symmetry". Sometimes that's called "reflection symmetry".One half of the letter is like a reflection of the other about a center line called the line of symmetry.Because of this symmetry, these letters will seem unchanged when viewed in a (flat) mirror. The other letters of the alphabet will show lateral inversion when viewed in the mirror.
It's a "full length mirror"!
I could be wrong but I believe the following have point symmetry: I H O X That means if you cut them in half vertically or horizontally the pieces would be the same, mirror images if you will. There are many more letters that are symmetrical down a vertical line such as M and W etc.
Chirality is defined as something that's asymmetric in that its mirror image is not identical, be it an image or a molecule. the capital letters N, J, F, Z, and L are all chiral in their structure.
There are actually ten letters that reflect in a plane/plain mirror: A H I O T U V W X Y
mirror
You were high.
A,H,I,M,N,O,T,U,V,W,X,Y, and Z * * * * * N and Z do not.
The anagram is "mirror."
Yes capital A has one line of symmetry or 'mirror image'
Yes.
AHIMOTUVWXY
Letters with bilateral symmetry about a vertical plane, such as H, appear the same in a mirror. Others do not because the image is laterally inverted.