Label the parts of these diagrams. Complete the following table: Faces of the 3D object | 3D object | Net | Number of faces | Number of vertices | Number of edges

Here is the completed table:

• Triangular prism:

  • Faces of the 3D object: 2 triangles, 3 rectangles
  • Net: Consists of 2 triangles and 3 rectangles. The 3 rectangles are joined side-by-side, and a triangle is attached to one side of the first rectangle and another triangle to one side of the third rectangle.
  • Number of faces: $\boxed{\textbf{5}}$
  • Number of vertices: $\boxed{\textbf{6}}$
  • Number of edges: $\boxed{\textbf{9}}$

• Rectangular prism:

  • Faces of the 3D object: 6 rectangles
  • Net: Consists of 6 rectangles. A common net arrangement is four rectangles joined side-by-side, with one rectangle attached above the second rectangle and another attached below the second rectangle.
  • Number of faces: $\boxed{\textbf{6}}$
  • Number of vertices: $\boxed{\textbf{8}}$
  • Number of edges: $\boxed{\textbf{12}}$

• Pentagonal prism:

  • Faces of the 3D object: 2 pentagons, 5 rectangles
  • Net: Consists of 2 pentagons and 5 rectangles. The 5 rectangles are joined side-by-side, and a pentagon is attached to one side of the first rectangle and another pentagon to one side of the fifth rectangle.
  • Number of faces: $\boxed{\textbf{7}}$
  • Number of vertices: $\boxed{\textbf{10}}$
  • Number of edges: $\boxed{\textbf{15}}$

• Tetrahedron:

  • Faces of the 3D object: 4 triangles
  • Net: Consists of 4 triangles. A common net arrangement is three triangles joined to the sides of a central triangle.
  • Number of faces: $\boxed{\textbf{4}}$
  • Number of vertices: $\boxed{\textbf{4}}$
  • Number of edges: $\boxed{\textbf{6}}$