it means the shapes that has faces,vertices and edges
Assuming that a solid triangle is a tetrahedron, the answer is: faces: 4 edges: 6 vertices: 4
Pentagon
The solid figure that has the same number of faces and vertices and has 8 edges is a cube. A cube has 6 faces, 8 vertices, and 12 edges, so it fits the description given.
If the shapes are joined together then the resultant shape does not satisfy the Euler's characteristic for a simply connected solid and so it cannot exist.If the shapes remain separate, then the second shape has 2 faces but no vertices nor edges. Such a shape cannot exist.If the shapes are joined together then the resultant shape does not satisfy the Euler's characteristic for a simply connected solid and so it cannot exist.If the shapes remain separate, then the second shape has 2 faces but no vertices nor edges. Such a shape cannot exist.If the shapes are joined together then the resultant shape does not satisfy the Euler's characteristic for a simply connected solid and so it cannot exist.If the shapes remain separate, then the second shape has 2 faces but no vertices nor edges. Such a shape cannot exist.If the shapes are joined together then the resultant shape does not satisfy the Euler's characteristic for a simply connected solid and so it cannot exist.If the shapes remain separate, then the second shape has 2 faces but no vertices nor edges. Such a shape cannot exist.
it means the shapes that has faces,vertices and edges
2 solid shapes together have 8 faces, 12 edges 8 vertices
Identify shapes of common objects. Identify faces, vertices, and edges of solid shapes; sort solid objects by faces, edges, and vertices. Relate solid shapes and plane shapes. Identify and count vertices and sides of shapes. Use shapes, such as pattern blocks, to make new shapes. Identify the movement of a shape as a slide, flip, or turn. Recognize and draw congruent figures
A cube and a rectangular prism.
Assuming that a solid triangle is a tetrahedron, the answer is: faces: 4 edges: 6 vertices: 4
Pentagon
It is a solid shape with six faces. There are seven topologically distinct convex shapes and three concave ones. The faces can be triangles, quadrilaterals or pentagonal and the number of edges can range from 9 to 12. The number of vertices is 4 fewer than the number of edges.
The solid figure that has the same number of faces and vertices and has 8 edges is a cube. A cube has 6 faces, 8 vertices, and 12 edges, so it fits the description given.
Polyhedra are three-dimensional shapes with flat faces, straight edges, and sharp corners. They have vertices (corner points), edges (line segments where faces meet), and faces (flat surfaces that make up the shape). The properties of a polyhedron include its number of faces, edges, and vertices, as well as the types of faces that make up the solid.
If the shapes are joined together then the resultant shape does not satisfy the Euler's characteristic for a simply connected solid and so it cannot exist.If the shapes remain separate, then the second shape has 2 faces but no vertices nor edges. Such a shape cannot exist.If the shapes are joined together then the resultant shape does not satisfy the Euler's characteristic for a simply connected solid and so it cannot exist.If the shapes remain separate, then the second shape has 2 faces but no vertices nor edges. Such a shape cannot exist.If the shapes are joined together then the resultant shape does not satisfy the Euler's characteristic for a simply connected solid and so it cannot exist.If the shapes remain separate, then the second shape has 2 faces but no vertices nor edges. Such a shape cannot exist.If the shapes are joined together then the resultant shape does not satisfy the Euler's characteristic for a simply connected solid and so it cannot exist.If the shapes remain separate, then the second shape has 2 faces but no vertices nor edges. Such a shape cannot exist.
sphere
A hemisphere