Here’s the math snack. Each pentagon has five vertices. You have a top pentagon and a bottom pentagon.
That’s 5 + 5 = 10 vertices. Ten little points where edges meet. Ten friendly spots where the shape touches the universe.
Quirky fact: If you poke each vertex with a toothpick, you’d have a tiny 3D puzzle. You’d need exactly ten toothpicks. Don’t try this with Jell-O.
Why 10? Because Geometry Hates Boring Numbers
Ten is a perfect number for high-fives. Every vertex is a meeting point for exactly three edges. Two edges from the pentagon, one edge running up or down.
Imagine a traffic intersection. Each vertex is a three-way stop. No gridlock, just elegant geometry.
Compare it to a cube. A cube has eight vertices. A pentagonal prism has ten. So it’s like a cube that ate an extra side of adventure.
