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not all shapes have lines of symmetry. one example is a triangle.

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Q: Do all shapes have lines of symmetry?
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Related questions

Does all shapes have line of symmetry?

No. Asymmetric shapes do not have any lines (or planes) of symmetry.


Can shapes have only one line of symmetry?

It all depends what types of shapes, but take for example a circle, it can have multiple lines of symmetry.


Does every figure have a line of symmetry?

Shapes do not always have lines of symmetry. For example, if you have an irregular shape, it will not have a line of symmetry. I am quite certain though that all geometric shapes have a line of symmetry.


Do irregular shapes have lines of symmetry?

no


What 4 sided shapes have 4 lines of symmetry?

A square has four lines of symmetry.


Are all regular shapes symmetrical?

Yes, and many have multiple lines of symmetry.


What shapes have two lines of symmetry?

Ellipses and non-square rectangles have two lines of symmetry.


What shapes has four line of symmetry?

A square has 4 lines of symmetry


What shapes have lines of symmetry?

trianglessquaresrectanglesgeneral starsoctagonshexagonspentagons


how much lines of symetry do a kite have?

A life has four lines of symmetry for all shapes like this have the same number of sides as lines of symmetry.😃


What is the symmetry of sphere?

Three dimensional shapes, generally, don't have lines of symmetry, but a circle has an infinite number is symmetry lines. 3D shapes also don't have rotational symmetry either, but a circle has an infinite number of that as well.


What different shapes have 2 lines of symmetry?

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.