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GEOMETRIC SHAPES
Jorge Bernabéu Meseguer, 2º B ESO
Index
1- Planes
2- Prisms
3- Cubes
4- Pyramids
5- Cylinders
6- Cones
7- Spheres
8- Euler´s theorem
Planes
A PLANE is a flat surface with no
thickness.
Our world has three dimensions,
but there are only two
dimensions on a plane:
• Length and width make a plane
• x and y also make a plane
Two converged
planes!
Prisms
A PRISM is a solid
object with:
• identical parallel
ends
• flat faces
• and the same cross
section all along its
length
A skyscraper is a
fantastic example!
Cubes
A CUBE is a solid
formed by six identical
square faces joined
together along their
edges.
• Each of its 8 corners is
called a vertex.
• The cube can also be
called a regular
hexahedron. Just like the
Rubik’s cube!
Pyramids
A PYRAMID is
a polyhedron that has
a base (which can be
any polygon) and
three or more
triangular faces that
meet at a point called
the apex.
• These triangular
sides are also called
the lateral faces to
distinguish them from
the base. The pyramids in Egypt are a good example!
Cylinders
A CYLINDER is a closed
solid that has two
parallel circular bases
connected by a curved
surface.
• It has a flat base and
a flat top
• It’s not a polyhedron
as it has a curved
surface
Think of a paper bin!
Cones
A CONE is a solid
that has a circular
base and a a single
vertex. If the vertex
is over the center
of the base, it is
called a right cone.
If it is not, it is
called an oblique
cone.
A traffic cone is
an ideal example!
Spheres
• A SPHERE is a solid
geometric figure
generated by the
revolution of a semicircle
about its diameter.
• A round body whose
surface is at all points
equidistant from the
centre. What better
example than a
football!
Euler´s Theorem
For any polyhedron that
doesn't intersect itself, the…
• Number of Faces
• plus the Number of
Vertices (corner points)
• minus the Number of Edges
• always equals 2
V - E + F = 2
V = 8, E = 12 and F = 6
V - E + F = 8 - 12 + 6 = 14 - 12 = 2
The formula has the name of the famous Swiss
mathematician Leonhard Euler (1707 - 1783)
Geometric shapes
Geometric shapes

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Geometric shapes

  • 1. GEOMETRIC SHAPES Jorge Bernabéu Meseguer, 2º B ESO
  • 2. Index 1- Planes 2- Prisms 3- Cubes 4- Pyramids 5- Cylinders 6- Cones 7- Spheres 8- Euler´s theorem
  • 3. Planes A PLANE is a flat surface with no thickness. Our world has three dimensions, but there are only two dimensions on a plane: • Length and width make a plane • x and y also make a plane Two converged planes!
  • 4. Prisms A PRISM is a solid object with: • identical parallel ends • flat faces • and the same cross section all along its length A skyscraper is a fantastic example!
  • 5. Cubes A CUBE is a solid formed by six identical square faces joined together along their edges. • Each of its 8 corners is called a vertex. • The cube can also be called a regular hexahedron. Just like the Rubik’s cube!
  • 6. Pyramids A PYRAMID is a polyhedron that has a base (which can be any polygon) and three or more triangular faces that meet at a point called the apex. • These triangular sides are also called the lateral faces to distinguish them from the base. The pyramids in Egypt are a good example!
  • 7. Cylinders A CYLINDER is a closed solid that has two parallel circular bases connected by a curved surface. • It has a flat base and a flat top • It’s not a polyhedron as it has a curved surface Think of a paper bin!
  • 8. Cones A CONE is a solid that has a circular base and a a single vertex. If the vertex is over the center of the base, it is called a right cone. If it is not, it is called an oblique cone. A traffic cone is an ideal example!
  • 9. Spheres • A SPHERE is a solid geometric figure generated by the revolution of a semicircle about its diameter. • A round body whose surface is at all points equidistant from the centre. What better example than a football!
  • 10. Euler´s Theorem For any polyhedron that doesn't intersect itself, the… • Number of Faces • plus the Number of Vertices (corner points) • minus the Number of Edges • always equals 2 V - E + F = 2 V = 8, E = 12 and F = 6 V - E + F = 8 - 12 + 6 = 14 - 12 = 2 The formula has the name of the famous Swiss mathematician Leonhard Euler (1707 - 1783)