Two hexagons and six rectangles
A hexagonal prism is formed by two hexagonal bases and six rectangular lateral faces. The hexagonal bases are parallel and congruent, while the rectangular faces connect the corresponding sides of the hexagons, creating the prism's height. This arrangement results in a three-dimensional shape with a consistent cross-section along its length.
2 hexagons and six triangles
6 rectangles
A rectangular prism can be formed by extending a rectangle in three dimensions. Additionally, other shapes, such as parallelograms, can also be used to create similar three-dimensional shapes, though they would not strictly be rectangular prisms unless the faces are rectangles. Essentially, any shape that can be extruded or extended uniformly along a third dimension can contribute to forming a prism-like structure.
Two hexagons and six rectangles
A hexagon and a rectangle.
The possible answer, with the dividing plane being perpendicular to the faces are:A triangular prism and a pentagonal prismTwo quadrilateral prismsOne triangular and one hexagonal prismTwo pentagonal prismsOne quadrilateral and one pentagonal prismTwo short hexagonal prisms.The number of possibilities increased greatly if the dividing plane can be oblique.
Each end of the prism will have a parallel 6 sided hexagon joined together by 6 rectangles.
You cannot make a hexagon out of rectangles and so you will never be able to make the two bases of the hexagonal prism. And these two hexagons, after all, are what give the shape its name.
I am not 100% sure but I think the most polygons in it is a hexagon since its a hexagonal prsim....
The shapes cosist of: two triangles and three rectangles.
2 hexagons and six triangles
sqare
6 rectangles
triangle and rectangle
A rectangular prism can be formed by extending a rectangle in three dimensions. Additionally, other shapes, such as parallelograms, can also be used to create similar three-dimensional shapes, though they would not strictly be rectangular prisms unless the faces are rectangles. Essentially, any shape that can be extruded or extended uniformly along a third dimension can contribute to forming a prism-like structure.