Three Dimensional Shapes (3D Shapes)

What Are Three Dimensional Shapes?

In geometry, a three dimensional shape can be defined as a solid figure or an object or shape that has three dimensions—length, width, and height. Unlike two dimensional shapes, three-dimensional shapes have height, which is the same as thickness or depth. Three dimensional is also written as 3D and hence, these figures are commonly called 3D shapes too. All three dimensional figures occupy space, which is measured in terms of volume.

Examples of Three Dimensional Shapes

A cube, rectangular prism, sphere, cone, and cylinder are the basic three dimensional figures we see around us. 

Examples of 3D Shapes

Real-life Examples of Three Dimensional Shapes

3D shapes can be seen all around us. We can see a cube in a Rubik’s Cube and a die, a rectangular prism in a book and a box, a sphere in a globe and a ball, a cone in a carrot and an ice cream cone, and a cylinder in a bucket and a barrel around us. 

Real-life Examples of 3D Shapes

Attributes of Three Dimensional Shapes

There are three attributes of a three dimensional figure: face, edge, and vertex. Let’s understand three dimensional shapes and their properties in detail.

Attributes of 3D Shapes

Face: Each single surface, flat or curved, of the 3D figure is called its face.

Edge: The line, where two faces of the 3D figures meet, is called its edge.

Vertex: Each corner, where three faces of 3D figures meet, is called its vertex. Vertices are the plural of the vertex.

List of Three Dimensional Shapes

Here’s a list of the names of three dimensional shapes with their pictures, and attributes.

Names, Images and Attributes of different 3D Shapes

Formula of Three Dimensional Shapes

Formula of 3D Shapes

Net of Three Dimensional Shapes

A net is a pattern made when the surface of a 3D figure is laid out flat, showing each face of the figure.

3D figures can have more than one net pattern. A few 3D shapes names and their nets are shown below:

Net of 3D Shapes

Fun Facts:
All three dimensional shapes are made up of two dimensional shapes.

Difference between 2D Shapes and 3D Shapes

Let’s differentiate between 2D and 3D shapes by understanding two dimensional and three dimensional shapes and their properties.

Difference between 2D and 3D Shapes

Solved Examples

Example 1: Which of the following is a 3D shape?

Cone Square Sphere Cuboid Cylinder Parallelogram


Cone Sphere Cuboid Cylinder

Example 2: State whether the following are true or false.

  1. A three-dimensional shape has 3 dimensions.
  2. Three-dimensional shapes are also called flat shapes.
  3. Three-dimensional shapes occupy space.
  4. All three-dimensional shapes have flat faces.


  1. True
  2. False. Three-dimensional shapes are also called solid shapes.
  3. True
  4. False. Sphere is a three-dimensional shape with no flat face.

Example 3: Complete the table with attributes of the 3D shapes listed.

Complete the Table with Attributes of 3D Shapes


Table with Attributes of 3D Shapes

Example 4: Match the object with its shape.

Match 3D Shapes with Real-life objects


  1. – (iii)
  2. – (i)
  3. – (iv)
  4. – (ii)

Example 5: Calculate the surface area of a cuboid with a width of 4 units, length of 3 units, and height of 5 units. 


Given, the cuboid has three units of length, four units of width, and five units of height.

Surface area of the cuboid $= 2 \times (\text{lw} + \text{wh} + \text{lh})$ square units

$= 2 × (\text{lw} + \text{wh} + \text{lh})$

$= 2[(3 \times 4) + (4 \times 5) + (3 \times 5)]$

$= 2(12 + 20 + 15)$

$= 2(47)$

$= 94$ square units

Therefore, the surface area of the given cuboid is 94 square units.

Example 6: Jane likes to drink milk from a cylinder-shaped glass. Her glass has 15 units of height and 3 units of base radius. How much milk can she fill in the glass?


Given that the height of the glass is 15 units, and the radius of the base is 3 units.

Using the formula for the volume of a cylinder, we can find the volume of the glass.

The volume of the glass, $\text{V} = πr2\text{h}$

$= π(3)2​​​​​​(15)$

$= 135π$

$= 424.11 in3$

Therefore, Jane can fill approximately 424 cubic units of milk in her glass.

Practice Problems

Three Dimensional Shapes (3D Shapes)

Attend this Quiz & Test your knowledge.


Which shape has 2 flat faces and one curved face?

Correct answer is: Cylinder
Cylinder has two flat faces which are a circle in shape and one curved face.

How many square shapes does the net of a cube have?

Correct answer is: 6
Cube has 6 faces that are squares. So, the net of the cube will have 6 square shapes.

Which of the following has no edge?

Correct answer is: Sphere
Sphere has one face. So it has no edge.

Which of the given shapes is NOT a 3-D shape?

Correct answer is: Trapezoid
Trapezoid is a 2-D shape with four sides with one pair of opposite sides parallel to each other and the other two sides of it are non-parallel.

What is the intersection of two faces of a solid figure called?

Correct answer is: Edge
Edges are the line segments that connect two faces. The faces of the cube intersect at lines called edges. Figures with multiple edges are called solid figures. The intersection of several planes is called a vertex.

Three-dimensional geometric figures are called ________.

Correct answer is: solids
Three-dimensional geometric figures are called solids.

In mathematics, what is a solid, pointed figure joined to a vertex by a curved surface with a flat, round base?

Correct answer is: Cone
Cones are three-dimensional solids made up of a circular base joined to a single point (called the vertex) by curved sides. Alternatively, you can think of a cone as a circular pyramid.

Frequently Asked Questions

Cube, cuboid, cylinder, sphere, cone, prism, and pyramids.

Three-dimensional shapes have 3 dimensions—length, width, and depth. As a result of these dimensions these shapes have attributes of faces, edges and vertices.

An edge is a line where two faces of a three-dimensional shape meet. 

For example, a cube has 12 edges.

Vertices are corners where three faces meet. For example, a cuboid has 8 vertices.

Volume helps to find the space occupied by the given shape.

A cube net is made up of six squares.