Vertical Mirror Symmetry

Symmetry is a concept that refers to a balanced arrangement of elements. In this case, we are specifically looking for vertical mirror symmetry. Vertical mirror symmetry occurs when an object can be divided into two equal halves along a vertical line, and each half is a mirror image of the other.

Options:

a) C
b) V
c) B
d) Q

Explanation:

In order to determine which letters have vertical mirror symmetry, we need to analyze each letter individually.

1) C:
The letter C does not have vertical mirror symmetry because if we were to draw a vertical line through the center of the letter, the left and right halves would not be mirror images of each other. Therefore, option a) C does not have vertical mirror symmetry.

2) V:
The letter V does have vertical mirror symmetry. If we were to draw a vertical line through the center of the letter, the left and right halves would be mirror images of each other. Therefore, option b) V has vertical mirror symmetry.

3) B:
The letter B does not have vertical mirror symmetry. If we were to draw a vertical line through the center of the letter, the left and right halves would not be mirror images of each other. Therefore, option c) B does not have vertical mirror symmetry.

4) Q:
The letter Q does not have vertical mirror symmetry. If we were to draw a vertical line through the center of the letter, the left and right halves would not be mirror images of each other. Therefore, option d) Q does not have vertical mirror symmetry.

Conclusion:

After analyzing each letter individually, we can conclude that option b) V is the only letter that has vertical mirror symmetry.