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Polygons with 2 lines of symmetry?
ractangle
What polygons have exactly 2 lines of symmetry?
rectangles
What polygons have only 2 lines of symmetry?
rhombus, rectangle etc.
What 3 polygons have 2 lines of symmetry?
Square, rectangle, rhombus
What is the rule to Polygons and lines of symmetry?
Lines of symmetry must be equal halves.
What polygons have three or more lines of symmetry?
Regular polygons.
What 3 polygons have only 2 lines of symmetry?
rhombus,parralellagram ,rectangle
What 3 polygons have only 2 lines or symmetry?
Polygons that have only two lines of symmetry include the rectangle, the isosceles triangle, and the kite. A rectangle has vertical and horizontal lines of symmetry, while an isosceles triangle has a single line of symmetry through its vertex. A kite has two lines of symmetry that intersect at its center. Each of these shapes exhibits symmetry in a limited manner compared to more symmetric polygons like squares or equilateral triangles.
Does all polygons have lines of symmetry?
All regular ones do.
What type of polygons shows nine lines of symmetry?
Providing that it is a regular 9 sided nonagon it will have 9 lines of symmetry
What polygons have four lines of symmetry?
A polygon that has four lines of symmetry is a square. The lines of symmetry in a square include two diagonal lines and two lines that bisect the sides vertically and horizontally. Other polygons, such as the rectangle (not a square) and certain types of rhombuses, can also have four lines of symmetry, depending on their specific dimensions and angles. However, the square is the most common example of a polygon with exactly four lines of symmetry.
Are lines of symmetry also diagonals in polygons?
Lines of symmetry in polygons are not necessarily diagonals. A line of symmetry divides a shape into two identical halves, while a diagonal connects non-adjacent vertices of a polygon. In some cases, a diagonal can serve as a line of symmetry, but this is not true for all polygons. Therefore, while there can be overlap, the two concepts are distinct and not synonymous.
