Lines of Symmetry in the letter Z

The letter Z of the English alphabet does not have any lines of symmetry.

Explanation:

A line of symmetry is an imaginary line that divides a shape into two identical halves. When a shape has a line of symmetry, one half of the shape can be reflected or folded onto the other half, creating a perfect match.

Understanding Lines of Symmetry:

To understand the concept of symmetry, let's take a look at some examples.

Example 1: Square
A square has 4 lines of symmetry. If you fold a square along any of these lines, the two halves will perfectly match.

Example 2: Circle
A circle has an infinite number of lines of symmetry. If you draw any line passing through the center of the circle, the two halves will be identical.

Lines of Symmetry in Letter Z:

Now, let's focus on the letter Z. The letter Z is a diagonal letter that slants from the top left to the bottom right. When we try to find a line that can divide the letter Z into two identical halves, we cannot find any such line.

Reasoning:

The top and bottom of the letter Z are not symmetrical. The top portion is slanted, and the bottom portion is horizontal. Therefore, there is no line that can be drawn to divide the letter Z into two equal halves.

Conclusion:

Based on the reasoning above, the letter Z does not have any lines of symmetry. Therefore, the correct answer is option 'A', which states that the letter Z has 0 lines of symmetry.