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BY
ROHIT SAINI
WHAT ARE SHAPES
A shape is a geometrical figure tat can be described with
mathematics.
For example , two dimensional shapes like circle will fit
inside of a flat plane.
Three dimensional like cubes will not fit inside of a plane
, because they are not flat.
2-DIMENSIONAL SHAPES
 These are 2D shapes or flat
plane . There sides are made
of straight or curved lines.
 They have fixed number of
lines. Plane figures are called
polygons .
 Triangles , squares and
rectangles are example of 2D
shapes.
PROPERTIES OF 2D SHAPES
 Two-dimensional shapes are planer . In case of a coordinate
system of more than two dimensions , then a 2D shape would
still depend on two coordinate directions.
 2D shapes include the square , the triangle , the rectangle etc.
 To understand it more easily you can say that 2D shapes do not
have prominrnt or rugged parts . For example , speaking 2D
you would have a square , whereas 3D shape have a cube.
THREE DIMENTIONAL
SHAPES
A 3D shape is a solid
which encloses a volume ,
and has length breadth and
height
PROPERTIES OF 3D SHAPES
Three-dimensional have four properties that apart from
two-dimensional shapes : face , vertices , edges and
volume . These property not only allow you to determine
whether the shape is two-dimensional or three-
dimensional , but also which three-dimensional shape it is
.
FACES OF A CUBE
A part of shape that is flat
or curved.
A cube has six faces.
Edges of a cube
Line where two faces
meet.
A cube has 12 edges.
Vertices of a cube
 A place where two faces
meet.
A cube has 12 vertices
Difference between 2D and 3D
shapes
2D shapes 3D SHAPES
 2D is flat using the X and Y
(horizontal and vertical) axis the
image have only two dimension
and if turned to the side becomes
a line
 3D add Z dimensions.
 The third dimensions allows for
rotation and depth.
 It’s essential the difference
between a painting and
sculpture.
Nets for building 3D shapes
In order to understand three dimensional shapes objects
more closely , we try to form these objects from their nets.
A net for a three dimensional shape is nothing but a sort of
skelton - outline in 2-dimension which , when folded ,
results in three dimensional shape.
Different types of nets for 3D
shapes
Different types of nets for 3D
shapes
Different types of nets for 3D
shapes
YOU

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Visulising solid shapes

  • 2. WHAT ARE SHAPES A shape is a geometrical figure tat can be described with mathematics. For example , two dimensional shapes like circle will fit inside of a flat plane. Three dimensional like cubes will not fit inside of a plane , because they are not flat.
  • 3. 2-DIMENSIONAL SHAPES  These are 2D shapes or flat plane . There sides are made of straight or curved lines.  They have fixed number of lines. Plane figures are called polygons .  Triangles , squares and rectangles are example of 2D shapes.
  • 4. PROPERTIES OF 2D SHAPES  Two-dimensional shapes are planer . In case of a coordinate system of more than two dimensions , then a 2D shape would still depend on two coordinate directions.  2D shapes include the square , the triangle , the rectangle etc.  To understand it more easily you can say that 2D shapes do not have prominrnt or rugged parts . For example , speaking 2D you would have a square , whereas 3D shape have a cube.
  • 5. THREE DIMENTIONAL SHAPES A 3D shape is a solid which encloses a volume , and has length breadth and height
  • 6. PROPERTIES OF 3D SHAPES Three-dimensional have four properties that apart from two-dimensional shapes : face , vertices , edges and volume . These property not only allow you to determine whether the shape is two-dimensional or three- dimensional , but also which three-dimensional shape it is .
  • 7. FACES OF A CUBE A part of shape that is flat or curved. A cube has six faces.
  • 8. Edges of a cube Line where two faces meet. A cube has 12 edges.
  • 9. Vertices of a cube  A place where two faces meet. A cube has 12 vertices
  • 10. Difference between 2D and 3D shapes 2D shapes 3D SHAPES  2D is flat using the X and Y (horizontal and vertical) axis the image have only two dimension and if turned to the side becomes a line  3D add Z dimensions.  The third dimensions allows for rotation and depth.  It’s essential the difference between a painting and sculpture.
  • 11. Nets for building 3D shapes In order to understand three dimensional shapes objects more closely , we try to form these objects from their nets. A net for a three dimensional shape is nothing but a sort of skelton - outline in 2-dimension which , when folded , results in three dimensional shape.
  • 12. Different types of nets for 3D shapes
  • 13. Different types of nets for 3D shapes
  • 14. Different types of nets for 3D shapes
  • 15. YOU