No, line symmetry and diagonal symmetry are not the same. Line symmetry, also known as reflection symmetry, occurs when a figure can be divided into two equal halves that are mirror images of each other across a line. Diagonal symmetry, on the other hand, occurs when a figure can be divided into two equal halves that are mirror images of each other across a diagonal line. In essence, while both involve symmetry across a line, the orientation and positioning of that line differ between the two types of symmetry.
It has a line of rotational symmetry - along the diagonal.
If you had a circle and you halved it, exactly in the middle, then that line would be a line of symmetry! And it is the same with a square. If you halve it exactly in the middle then that would be called a line of symmetry! And then all the lines of symmetry in a square are down, across, diagonal from the left and then diagonal from the right! But in a circle there are LOTS of lines of symmetry!
yes
If you draw a diagonal line from corner to corner of a parallelogram, that is a line of symmetry.
A square
It has a line of rotational symmetry - along the diagonal.
Axis of symmetry.
yes
No.
If you had a circle and you halved it, exactly in the middle, then that line would be a line of symmetry! And it is the same with a square. If you halve it exactly in the middle then that would be called a line of symmetry! And then all the lines of symmetry in a square are down, across, diagonal from the left and then diagonal from the right! But in a circle there are LOTS of lines of symmetry!
yes
Yes * * * * * Not generally.
no.
If you draw a diagonal line from corner to corner of a parallelogram, that is a line of symmetry.
The diagonal of a square for instance is a simple line of symmetry
square
A square