A cube has 8 vertices (corner points).

Quick Scoop: Cube Vertices

  • A vertex is a point where edges meet.
  • In a cube, 3 edges meet at each vertex , forming a corner.
  • A cube has:
    • 6 faces
    • 12 edges
    • 8 vertices in total.

You can also see this using Euler’s formula for polyhedra, V=E+2−FV=E+2-FV=E+2−F: with 12 edges and 6 faces, V=12+2−6=8V=12+2-6=8V=12+2−6=8.

Mini Story: Imagining the Cube

Picture a standard dice sitting on your table. Each corner where the edges meet is a vertex. If you trace your finger along all the corners, you’ll count exactly eight of them—four on the top square, four on the bottom square.

Extra Nerdy Note

In computer graphics or 3D game engines, you might see people talk about “24 vertices” for a cube, because they duplicate vertices per face for texturing and shading. But in pure geometry, the mathematical cube still has 8 vertices.

So, if your question is “how many vertices in a cube?” the clean, textbook answer is: 8 vertices.

TL;DR: A cube has 8 vertices , 12 edges , and 6 faces.

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