Q: Does the number two have a line symmetry?

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No, the number 2 does not have line symmetry.

The two numbers are the same.

No. An isosceles triangle has two equal sides but only one line of symmetry.

An order of symmetry is the number of times a line of symmetry can be drawn through a shape. For example, a square has four orders of symmetry: One up and down, one left and right, and two diagonal. A rectangle has an two orders of symmetry. A circle has an infinite number of orders of symmetry.

Some triangles do have a line of symmetry. Equilateral and Isosceles triangles have a line of symmetry. If you can fold a triangle into two equal halves, the folding line is a line symmetry.

Related questions

No, the number 2 does not have line symmetry.

Yes, it has one line of reflective symmetry. But the Roman 3 has two lines.

yes the number 8 has a vertical line of symmetry. and depending on how you draw it also a horizontal line of symmetry.

The two numbers are the same.

No. An isosceles triangle has two equal sides but only one line of symmetry.

It not just has a line of symmetry; a perfect circle has an infinite number of lines of symmetry.

An order of symmetry is the number of times a line of symmetry can be drawn through a shape. For example, a square has four orders of symmetry: One up and down, one left and right, and two diagonal. A rectangle has an two orders of symmetry. A circle has an infinite number of orders of symmetry.

Some triangles do have a line of symmetry. Equilateral and Isosceles triangles have a line of symmetry. If you can fold a triangle into two equal halves, the folding line is a line symmetry.

Oh, dude, it's called a diagonal. Yeah, like when you draw a line from one corner to the opposite corner of a square, that's the fancy term for it. It's like the square's way of saying, "I'm not just a boring ol' four-sided shape, I've got some flair with my diagonals."

A circle has an infinite number of lines of symmetry. As long as the line passes over the center point it cuts the circle in two identical halves.

It has two lines of symmetry.

A sandworm has bilateral symmetry, which means it has one line of symmetry that divides it into two equal halves. This line of symmetry runs from its head to its tail.