Yes, but only if one face of one prism is congruent to a face of the other.
It can, but only if it a right triangular prism one of whose faces exactly matches the face of the square.
NO!!!! A polygon is a 2-dimensional figure. A Prism js a 3-dimensional solid. NB Poly gon is spelled as 'POLYGON' NOT ' Polygone'.
Child is the full form of child.
That depends on its application in science or geometry which has not been given. In science it can turn light into different colours and in geometry it can be in the form of a triangular prism.
Prism's'
It is an octahedron in the form of a hexagonal prism.It is an octahedron in the form of a hexagonal prism.It is an octahedron in the form of a hexagonal prism.It is an octahedron in the form of a hexagonal prism.
A prism has the same cross section throughout its length no matter what form it may take i.e. a cubic prism, a cuboid prism, a triangular prism, a hexagonal prism, a cylindrical prism etc.
The faces are always rectangles on prisms, so if it's a triangular prism the bases are triangles; if it's a rectangular prism, the bases are rectangles; if it's a hexagonal prism, the bases are hexagons. Any polygon can form the base of a prism. Some people also consider cylinders to be circular prisms. In which case any closed plane shape can form the base of a prism.
pyrmad
Yes, but only if one face of one prism is congruent to a face of the other.
A cube is a specialized form of a rectangular prism.
they prism glints off from the sun causing a spectaculer rainbow
A rectangular prism has 8 vertices that form various angles
A prism can form a visible spectrum by refracting light as it passes through the prism. The different colors of light have different wavelengths, causing them to bend at different angles when passing through the prism. This separation of colors creates the visible spectrum.
hexagonal prism
A hexagonal prism is a three dimensional shape with two hexagonal bases and six faces. If the faces do not form a right angle with the bases, it is considered an oblique prism.