Dodecahedron. The 5 "Platonic Solids" are: Cube/ 6 square sides Tetrahedron/ 4 triangles Rhomboid/ 8 triangles Dodecahedron/ 12 pentagons Icosahedron/ 20 triangles
The diagonals of a square for example divides it into 4 isosceles triangles
The answer depends on how simple of complicated the shape is. For a reasonably simple shape, break it don into shapes such as triangles, parallelograms and trapezia, and circles or ellipses. Measure the dimensions of these shapes in feet and then, using standard formulae, calculate their areas - which will be in square feet. Add the results together to get the area of the shape.For more complicated shapes you may need to approximate the area using the above shapes to approximately match the shape.
no because it has to be all equal and right angles
No, a square is a 2d shape, although a 3d shape can be made using multiple squares at different angles than 180 or 0 to each other.
The two triangles would make either a square or a rectangle.
Dodecahedron. The 5 "Platonic Solids" are: Cube/ 6 square sides Tetrahedron/ 4 triangles Rhomboid/ 8 triangles Dodecahedron/ 12 pentagons Icosahedron/ 20 triangles
There are infinitely many configurations for the required shape and so the dimensions cannot be listed.
A parallelogram.
An Octogon. You can figure this out on ANY shape by making triangles within the shape Thanks for using Answers.com!
The diagonals of a square for example divides it into 4 isosceles triangles
a BIG HUGE triangle i am in the 2ndgrade and i am 8 i am in glenarnden woods elem. in pgcps
i dont know that answer so, thats why i asked you to answer it for me
Without the triangles of a tangram all that is left is the parallelogram and the small square. So using only the small square yes (the small square itself), otherwise with the square and the parallelogram from a tangram no.
using four of them you make a square then using the remaining two make a criss cross in the middle of the square.
The answer depends on how simple of complicated the shape is. For a reasonably simple shape, break it don into shapes such as triangles, parallelograms and trapezia, and circles or ellipses. Measure the dimensions of these shapes in feet and then, using standard formulae, calculate their areas - which will be in square feet. Add the results together to get the area of the shape.For more complicated shapes you may need to approximate the area using the above shapes to approximately match the shape.
pentagon