Question

Which of the following alphabet has a horizontal line of symmetry?
A. B
B. E
C. H
D. All the above

Answer 1

Hint: If a shape or image, you draw a line down the centre and notice that the left side is a reflection of the right side then the image or shape is said to be as symmetry. This line that divides a figure or shape or any image in identical halves then that figure is said to have a line symmetry.

Complete step-by-step solution -
Vertical Line of Symmetry:- A vertical line of symmetry is that line which runs down an image thus dividing it into two identical halves. In other terms, it is a straight line that divides an image or shape into two identical halves.
Horizontal Line of Symmetry:- A horizontal line of symmetry is that line that runs across the image thus dividing into two identical halves. This line may also be called a sleeping straight line that parts an image or shape into identical halves.

1. For the given alphabet the Horizontal Line of Symmetry is as follows

From the two figures we can conclude that this letter follows Horizontal line of symmetry.
2. For the given alphabet the Horizontal Line of Symmetry is as follows
 

From the two figures we can conclude that this letter follows Horizontal line of symmetry.
3. For the given alphabet the Horizontal Line of Symmetry is as follows:
 

From the two figures we can conclude that this letter follows Horizontal line of symmetry.
Therefore the answer is option D

Note: In the above images the line cuts the image into two equal halves which is horizontal line of symmetry. The partition line should cut the image into two halves, if not it is said to be not in symmetry.