A rectangle.
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
A quadrilateral can have between zero and four lines of symmetry, depending on its specific shape. For example, a square has four lines of symmetry, a rectangle has two, a rhombus has two, and an irregular quadrilateral typically has none. Thus, the number of lines of symmetry varies based on the properties of the quadrilateral in question.
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.
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.
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