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What shapes would you use to make a cylinder?
Answer: A circle (two of them) and a rectangle.
What combination of shapes that you could use to make a hexagon?
There are an infinite number of options. Even sticking with polygons with sides of the same measure, a hexagon can be made from 6 equilateral triangles, or 4 eq triangles and a 60 degree rhombus, or 2 eq triangles and 2 60-deg rhombi, or 3 60-deg rhombi. Each of the equilateral triangle could be made from smaller shapes. Eg four equilateral mini-triangles to make 1 triangle. Or 2 mini-triangles and 1 mini-rhombus or 2 60-deg mini-rhombi. And then each of those mini triangles could be made up of smaller micro-shapes. And so on ...
What is the difference between two-dimensional shapes and three-dimensional shapes?
The difference is that two-dimensional shapes have a length and a width while three-dimensional shapes have a length, width, and depth. While some examples of two-dimensional shapes are circle, rectangle, and triangle, example of three-dimensional figures are a sphere, cuboid, and a pyramid.
How do you work out the area of an irregular rhombus type shape?
To find the area, first divide the shape into regular, simple shapes. Then use formulas to find the area of the smaller, regular shapes. Lastly, add up all the smaller areas to find the area of the original shape.
How do you make a hexagon using 4 shapes?
use 4 triangles, make 2 trapezoids then put them into a hexagon
What shapes do you use to make a cylinder?
Two circles.
What shapes would you use to make a cylinder?
Answer: A circle (two of them) and a rectangle.
How do you make a triangle using 3 shapes?
Its simple you use use two rhombuses and one triangle.
What if Shakira sorted shapes into two different groups use geometric terms to describe how she sorted the shapes?
shakira sorted shapes into two different groups. Use geometric terms to describe how she sorted the shapes.
Do steel investment foundries make use of ferrous shapes and forms?
Steel investment foundries make use of ferrous shapes and forms
How do you make a rectangle with pattern blocks no squares allowed?
You cannot make a rectangle without using squares. In fact, you cannot make a rectangle even using squares if you're also required to use at least one non-square block. But it's easy to make shapes that have provably the same area as large squares and rectanges if you combine the 15 degree angle of the white rhombus with any 60 degree angled shape - the equilateral triangle for example - to make right angles. The white rhombus is necessary - without it, the remainder of the shapes have only 60 and/or 120 degree angles.
Why does briefhaus use geometric shapes?
to make it a decration
How do you use the word rhombus in a sentence?
A rhombus is a square tilted on it's side. Or a rhombus is a diamond, or the sandbox looked like a rhombus.
What are the shapes you use to make a rectangular prism?
6 rectangles
What combination of shapes that you could use to make a hexagon?
There are an infinite number of options. Even sticking with polygons with sides of the same measure, a hexagon can be made from 6 equilateral triangles, or 4 eq triangles and a 60 degree rhombus, or 2 eq triangles and 2 60-deg rhombi, or 3 60-deg rhombi. Each of the equilateral triangle could be made from smaller shapes. Eg four equilateral mini-triangles to make 1 triangle. Or 2 mini-triangles and 1 mini-rhombus or 2 60-deg mini-rhombi. And then each of those mini triangles could be made up of smaller micro-shapes. And so on ...
What is the difference between two-dimensional shapes and three-dimensional shapes?
The difference is that two-dimensional shapes have a length and a width while three-dimensional shapes have a length, width, and depth. While some examples of two-dimensional shapes are circle, rectangle, and triangle, example of three-dimensional figures are a sphere, cuboid, and a pyramid.
How do you work out the area of an irregular rhombus type shape?
To find the area, first divide the shape into regular, simple shapes. Then use formulas to find the area of the smaller, regular shapes. Lastly, add up all the smaller areas to find the area of the original shape.
