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What else can I help you with?
What kind of group would have a square a triangle and a rectangle?
A set of polygons might have such shapes in it. Certainly the set of all polygons does. So does the set of all polygons with fewer than 5 sides. Many other examples could be given. I am avoiding the use of the word "group", because it has a technical meaning in modern algebra.
How many shapes have one set of parallel lines?
An infinite number of shapes.
What shapes are tesselation?
Tessera can be any shape. Often they are assumed to be polygonal but that is not a requirement. To see tessellation based on other shapes see the set of "Symmetry" artwork by MC Escher.
What 2 dimensional shapes have more than 1 set of parallel lines?
A square, a rectangle and a rhombus are three examples.
What are 3 famous fractals?
Three famous fractals are the Mandelbrot set, the Sierpiński triangle, and the Julia set. The Mandelbrot set is known for its intricate boundary and self-similar patterns, while the Sierpiński triangle demonstrates recursive division of a triangle into smaller triangles. The Julia set, related to the Mandelbrot set, exhibits complex and beautiful shapes depending on its parameters. Each of these fractals showcases the fascinating nature of infinite complexity arising from simple mathematical rules.
How many sets are needed to make six sets using rhombus trapezoids triangles and hexagon?
To make six sets using rhombuses, trapezoids, triangles, and hexagons, you would need a total of six sets. Each set would consist of one of each shape - a rhombus, a trapezoid, a triangle, and a hexagon. Therefore, you would need 6 sets x 4 shapes per set = 24 shapes in total to make six sets using these shapes.
How many shapes can you make with 5 squares?
You can make 12 different shapes (counting flips) with 5 squares set orthogonally (not diagonally). These are called pentominos.
Is the set of points that lie on the plane of the triangle but does not include the points on the triangle?
The complement of the triangle in the plane.
How do you figure out the coordinates of the vortex are?
A vortex is a spinning or whirling mass of fluid: liquid or gas. Typical examples are a whirlpool or whirlwind or hurricane. These are extended shapes and do not have a single set of coordinates.
What is a set of lengths that could be to create a triangle?
To form a triangle, the lengths of the sides must satisfy the triangle inequality theorem, which states that the sum of the lengths of any two sides must be greater than the length of the third side. For example, a set of lengths such as 3, 4, and 5 can create a triangle because 3 + 4 > 5, 3 + 5 > 4, and 4 + 5 > 3. Other examples include lengths like 5, 6, and 10, which also satisfy the triangle inequality.
How many bowling pins are set up for each frame and what shape are they set up in?
In the most common form of bowling in the US, ten pins are set up in a triangle.
How do you set up a triangle on a pool table?
by using a pool triangle rack
