Describe the attributes of a three-dimensional, right rectangular prism
A three-dimensional, right rectangular prism has several attributes:
1. Faces: It has six rectangular faces, including a pair of congruent and parallel bases. Each of the four remaining faces is also a rectangle.
2. Edges: It has 12 edges, which are formed by the intersection of the faces. The edges opposite each other have the same length.
3. Vertices: It has eight vertices or corners, where three edges meet.
4. Right angles: All the angles in a right rectangular prism are right angles, meaning they measure exactly 90 degrees.
5. Parallel sides: The opposite sides in each pair of faces are parallel to each other.
6. Equal base and height: The two congruent and parallel bases have the same shape and size and are connected by rectangles with the same height.
7. Length, width, and height: These are the three dimensions of a right rectangular prism. The length refers to the longer side of the base, the width is the shorter side of the base, and the height is the perpendicular distance between the bases.
8. Volume: The volume of a right rectangular prism is found by multiplying the length, width, and height. It represents the amount of space enclosed within the prism.
9. Surface area: The total surface area of a right rectangular prism is calculated by adding the areas of all six faces. It represents the sum of the areas of the individual rectangular faces.
These attributes define the geometric properties and shape of a three-dimensional, right rectangular prism.