Because it only has four sides. So it can only have two lines of symmetry because if you fold it the sides will be the same shape.
The quadrilateral that has two lines of symmetry that are diagonals is a rhombus. In a rhombus, the diagonals bisect each other at right angles and serve as lines of symmetry. Each diagonal divides the rhombus into two congruent triangles, reflecting the shape across the diagonal. This property gives the rhombus its two lines of symmetry.
Yes, two.
Two.
Yes, there are two. They run between the opposite angles of the rhombus.
There are two quadrilaterals with 2 lines of symmetry. A rhombus and a rectangle (if they are not also a square)
a rhombus and a square. a square can be a parallelogram but a parallelogram cannot be a square. a rhombus cannot be a square but a square can be a rhombus. * * * * * A rhombus does not have any lines of symmetry, only a square has two.
Yes a rhombus has 2 lines of symmetry. These lines of symmetry join its opposite corners.
A rhombus has two lines of symmetry. They are also called its diagonals. Suppose there is a rhombus ABCD AC and BD are its lines of symmetry.
The quadrilateral that has two lines of symmetry that are diagonals is a rhombus. In a rhombus, the diagonals bisect each other at right angles and serve as lines of symmetry. Each diagonal divides the rhombus into two congruent triangles, reflecting the shape across the diagonal. This property gives the rhombus its two lines of symmetry.
Two (the diagonals, from corner to opposite corner)
Yes, two.
Two
rhombus and rectangle (if they are not also a square). a square has 4 lines of symmetry
Two.
Two.
Yes, there are two. They run between the opposite angles of the rhombus.
The only known shapes with two lines of symmetry are rhombus and rectangles. These shapes are found by the test of line of symmetry of certain shapes.Sketch a rectangle, which has two pair of congruent and parallel lines and all right angles. Indicate the lines of symmetry. They should pass through each opposite midpoint of the segments of the rectangles.Sketch a rhombus, the shape that has all congruent sides, but have two pairs of congruent angles, which are different from another. Indicate the lines of symmetry. They should pass through both opposite vertices of the rhombus.