the answeri 20cm
3-D or you can say a prism.
A rectangular prism is also a rectangular cuboid. It is a rectangle with six sides because it has length, depth, and height. Click on the related link for an illustration of a rectangular prism.
A rectangular prism contains a total of 8 vertices. There are 4 vertices on the bottom and 4 vertices on the top.
A rectangular prism with a width of 4 inches a length of 6 inches and a depth of 13 inches has a volume of 312 cubic inches.
There are an equal amount of nets for a rectangular prism since a cube contains the same amount of edges at the same exact degrees.
errrrrh, I don't suppose you considered "a hexagonal prism" as an answer.
Find the surface area of the top or bottom face and multiply that by the depth of the prism. For example, a triangular prism would have a volume of (1/2 * base * height) * (depth)
3-D or you can say a prism.
Use a tape measure or ruler. ;)
A cylinder contains 2 faces that are circles and a rectangular prism contains 6 faces that a a rectangle.
A rectangular prism is also a rectangular cuboid. It is a rectangle with six sides because it has length, depth, and height. Click on the related link for an illustration of a rectangular prism.
Find the height. I believe thats how you solve it.
A triangular prism contains zero curved and 5 flat surfaces.
To get the volume of a rectangular prism, you multiply the length, height, and depth/width measurements. For example: length= 5 cm width/depth= 2 cm height= 3 cm 5cm * 2 cm * 3 cm = 30 cm3 Don't forget units like cm3 or in3 or the like!
The area of such a prism is Bh/3, where B is the base area, and h is the height (perpendicular to the plane that contains the base area).The area of such a prism is Bh/3, where B is the base area, and h is the height (perpendicular to the plane that contains the base area).The area of such a prism is Bh/3, where B is the base area, and h is the height (perpendicular to the plane that contains the base area).The area of such a prism is Bh/3, where B is the base area, and h is the height (perpendicular to the plane that contains the base area).
Both, a cylinder and a prism have two faces (bases) at either end. These are parallel and identical. A plane that is parallel to these bases will cut the cylinder (or prism) in identical cross sections.
Yes.Yes.Yes.Yes.