How many vertics has a powdered chocolate tin
Answers
Answer:
orners where edges meet.
Edges are the lines around a shape.
Faces are the flat sides that you touch when you hold a shape.
Let's look at how many vertices, edges, and faces different 3D shapes have.
Cubes
Cube - Gift Box
Cubes have 6 square faces.
If you glue 6 square faces together, they becomes a cube with 8 vertices and 12 edges.
Cube - Vertices Faces Edges
Rectangular Prisms
Here's a rectangular shaped gift box:
Rectangular Prism - Gift Box
It's made up of 6 rectangular faces.
When you join the sides together, it becomes a rectangular prism with 8 vertices and 12 edges.
Rectangular Prism - Vertices Faces Edges
Tip: All cubes are rectangular prisms, but not all rectangular prisms are cubes.
It's kind of like how all squares are rectangles, but not all rectangles are squares.
Triangular Prisms
Here's a triangular shaped gift box:
Triangular Prism - Gift Box
It's made up of 5 faces (2 are triangles, 3 are rectangles).
Triangular prisms have 6 vertices and 9 edges! Can you count them?
Triangular Prism - Vertices Faces Edges
Pyramids
Pyramid Gift Box
Pyramids are made up of 5 faces (4 are triangles, 1 is a square).
When you join the faces together, it becomes a square-based pyramid with 5 vertices and 8 edges!
Square Pyramid - Vertices Faces Edges
Cylinder
Cylinder Gift Box
Cylinders has 2 circular faces and 1 surface.
Curved surfaces doesn't count as faces. Faces are flat.
When you wrap the surface around the circles, it becomes a cylinder with 2 edges and 0 vertices.
There are no sharp, pointy bits in a cylinder!
Cylinder - Vertices Faces Edges
Cones
Cone Party Hat
Cones like this party hat are made up of 1 surface and 1 circular face.
When you wrap the surface around the circle it becomes a cone with 1 vertex and 1 edge.
Cone - Vertices Faces Edges
Spheres
Spheres have 0 faces, 0 edges and 0 vertices.
Sphere Chocolate
How would you gift wrap a sphere? It's tough without crumpling paper.
Watch and Learn
Great job! Now, you know all about vertices, faces, and edges!
Try the practice questions next.
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