A four-sided quadrilateral having two lines of symmetry is a rectangle
i think it has four lines of symmetry
This is the square. In case you're wondering about the 4 lines of symmetry, they are a vertical line through the middle, a horizontal line across through the middle, and the two diagonal lines drawn in from corner to corner. Only the square will be symmetrical with any of those 4 lines.
Any polygon with an even number of sides can have two lines of symmetry, but it would have to be irregular.
No, a non-square rectangle has two: the horizontal and the vertical. A square has four lines of symmetry: the horizontal, the vertical, and two diagonal lines.
A four-sided quadrilateral having two lines of symmetry is a rectangle
i think it has four lines of symmetry
square
Not at all. There are an infinite number of figures that have two lines of symmetry. For a start, an ellipse.
Yes. Some example of this are:Rectangles (at least 2 lines of symmetry)Squares (4 lines of symmetry)Rhombuses (at least 2 lines of symmetry)
This is the square. In case you're wondering about the 4 lines of symmetry, they are a vertical line through the middle, a horizontal line across through the middle, and the two diagonal lines drawn in from corner to corner. Only the square will be symmetrical with any of those 4 lines.
Any polygon with an even number of sides can have two lines of symmetry, but it would have to be irregular.
There are two quadrilaterals with 2 lines of symmetry. A rhombus and a rectangle (if they are not also a square)
No, a non-square rectangle has two: the horizontal and the vertical. A square has four lines of symmetry: the horizontal, the vertical, and two diagonal lines.
7
A quadrilateral that has exactly one line of symmetry is called a kite. In a kite, one diagonal acts as the line of symmetry, dividing the shape into two congruent triangles. The other diagonal of the kite is not a line of symmetry, as the two resulting triangles are not congruent. Kites are a specific type of quadrilateral with unique properties related to their symmetry and angles.
A square has.