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A pentagonal prism.
pentagonal prism
An object with 2 congruent pentagons at opposite ends connected with 5 rectangles is a pentagonal prism.
Prism!
A rectangular prism has 3 pairs of congruent faces
A pentagonal prism.
pentagonal prism
pentagonal prism
An object with 2 congruent pentagons at opposite ends connected with 5 rectangles is a pentagonal prism.
In a pentagonal prism, the two bases are congruent pentagons, while the five lateral faces are rectangles. Therefore, not all faces of a pentagonal prism are congruent; only the two pentagonal bases are congruent to each other, while the lateral rectangular faces are typically not congruent to one another.
Look at the prism. If all faces are rectangular (or square) then so are the bases. Otherwise they are the two congruent parallel faces that are not rectangular. Look at the prism. If all faces are rectangular (or square) then so are the bases. Otherwise they are the two congruent parallel faces that are not rectangular. Look at the prism. If all faces are rectangular (or square) then so are the bases. Otherwise they are the two congruent parallel faces that are not rectangular. Look at the prism. If all faces are rectangular (or square) then so are the bases. Otherwise they are the two congruent parallel faces that are not rectangular.
It is a pentagonal prism
cone
rectangular prism.It has 6 faces and 12 edges. The 2 bases are congruent to each other, and the remaining 4 faces are congruent to each other, but the bases are not necessarily congruent to the other faces.
A prism..
A prism is a three-dimensional geometric shape that has two rectangular bases. These bases are parallel and congruent, and the sides connecting them are rectangular faces. The most common type of prism with rectangular bases is a rectangular prism, which has all its faces as rectangles.
No, not all the faces of a triangular prism are congruent. A triangular prism has two congruent triangular bases and three rectangular lateral faces. While the two triangular bases are identical in shape and size, the rectangular faces can vary in dimensions depending on the height of the prism.