Which statement is true about all prisms?
A. Prisms have a pair of opposite faces
B. The faces of a prism are congruent
C. Prims have the same number of verticrs as edges
D. The base of a prism is larger then the other faces.
To determine which statement is true about all prisms, let's go through each statement and evaluate its accuracy:
A. Prisms have a pair of opposite faces: This statement is true. All prisms have two parallel faces called bases, which are opposite to each other.
B. The faces of a prism are congruent: This statement is false. The faces of a prism are not necessarily congruent. While the bases are congruent to each other, the other faces, known as lateral faces, may have different shapes and sizes.
C. Prisms have the same number of vertices as edges: This statement is false. In general, prisms do not have the same number of vertices as edges. The number of vertices depends on the shape of the bases and the number of lateral faces. The relationship between vertices and edges varies across different types of prisms.
D. The base of a prism is larger than the other faces: This statement is false. The base of a prism can have the same size as the other faces or be smaller, depending on the shape of the bases and the size of the lateral faces.
Therefore, the only statement that is true about all prisms is:
A. Prisms have a pair of opposite faces.