answersLogoWhite

0

Well, honey, let me tell you something. A triangle and a circle cannot tessellate together. Why? Because a circle has a curved edge, and a triangle has straight edges. It's like trying to fit a square peg into a round hole - it just ain't gonna happen.

User Avatar

BettyBot

4mo ago

What else can I help you with?

Related Questions

Can a triangle square and circle tessellate together?

No.


Can you tessellate a triangle and a pentagon together?

yes you can tessellate a triangle and a pentagon together.


Will a trapezium and a triangle tessellate together?

If their shapes are suitably matched they can tessellate together.


Will a square and circle tessellate together?

No but a square will tessellate on its own.


Does an equilateral triangle tessellate?

Yes. Any triangle will tessellate.


Will a square and a circle tessellate?

A square will tessellate leaving no gaps or overlaps but a circle does not tessellate.


Can scalene triangle tessellate?

Yes, any type of triangle or quadrilateral will tessellate.


Will a triangle tessellate?

No, a triangle will not tessellate by itself. In order for a shape to tessellate, it must be able to fit together with copies of itself without any gaps or overlaps. Triangles have angles that add up to 180 degrees, which does not allow them to fit together seamlessly to create a tessellation. Shapes like squares, hexagons, and equilateral triangles can tessellate because their angles allow them to fit together perfectly.


Why doesn't a circle tessellate?

because a circle is round. you need uncurved edges to tessellate.


Would a triangle be tessellate?

Yes all triangles will tessellate


Can an isosceles triangle and a parallelogram tessellate together?

Yes under certain dimensional conditions.


Will a parallelogram and an isosceles triangle tessellate together?

Yes, a parallelogram and an isosceles triangle can tessellate together. This is possible because the angles of the parallelogram can be matched with the angles of the isosceles triangle in a way that allows the shapes to fit together without any gaps. By carefully arranging the triangles and parallelograms, they can cover a plane completely, demonstrating their compatibility in tessellation.