It is called a cuboid, and some just call it a rectangular box.
Rectangular prism
A prism whose sides are rectangles is called a rectangular prism or a cuboid. In this type of prism, the bases are rectangles, and all the faces are rectangular in shape. Rectangular prisms can have varying dimensions along each axis, making them versatile in form. They are commonly found in everyday objects, such as boxes and buildings.
A polyhedron with rectangular bases and parallelogram faces is known as a rectangular prism, or cuboid. In this shape, the two opposite faces are rectangles, while the remaining four faces are parallelograms, specifically rectangles in the case of right rectangular prisms. This polyhedron has 6 faces, 12 edges, and 8 vertices.
A square prism is one whose two ends are square and the remaining 4 faces are rectangles.
It is a cuboid
Rectangular prism
A prism.A prism.A prism.A prism.
A prism whose sides are rectangles is called a rectangular prism or a cuboid. In this type of prism, the bases are rectangles, and all the faces are rectangular in shape. Rectangular prisms can have varying dimensions along each axis, making them versatile in form. They are commonly found in everyday objects, such as boxes and buildings.
No, a parallelepiped is a prism all of whose faces are parallelograms. However, in school, all prisms are "right" prisms and so must include rectangles.
A polyhedron with rectangular bases and parallelogram faces is known as a rectangular prism, or cuboid. In this shape, the two opposite faces are rectangles, while the remaining four faces are parallelograms, specifically rectangles in the case of right rectangular prisms. This polyhedron has 6 faces, 12 edges, and 8 vertices.
A square prism is one whose two ends are square and the remaining 4 faces are rectangles.
It is a cuboid
It is a hexahedron, all of whose faces are rectangles.
triangle
A prism whose bases are parallelogram
A rectangular prism is a three dimensional object, all of whose six faces are rectangles. Two of them may be squares.
the altitude of a prism is a segment perpendicular to both bases whose endpoints are in the planes of the bases.