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ONE’S OWN WORK
SUPRIYA.M.L
MATHEMATICS
18014376013
Prisms
A prism is a solid object with:
 identical ends
 flat faces
 and the same cross section all along its length !
Try drawing a shape on a piece of
paper (using straight lines)
Then imagine it extending up from the sheet of paper ...
... that's a prism !
No Curves!
A prism is a polyhedron, which means all faces are flat! No curved sides.
For example, a cylinder is not a prism, because it has curved sides.
Bases
The ends of a prism are parallel
and each one is called a base.
Sides
The side faces of a prism are parallelograms
(4-sided shapes with opposite sides parallel)
These are all Prisms:
Square Prism: Cross-Section:
Cube: Cross-Section:
(yes, a cube is a prism, because it is a square
all along its length)
(Also see Rectangular Prisms )
Triangular Prism: Cross-Section:
Pentagonal Prism: Cross-Section:
and more!
Regular and Irregular Prisms
All the previous examples are Regular Prisms, because the cross section is regular (in other
words it is a shape with equal edge lengths, and equal angles.)
Here is an example of an Irregular Prism:
Irregular Pentagonal Prism:
Cross-Section
It is "irregular" because the
cross-section is not "regular" in shape.
Surface Area of a Prism
Surface Area = 2 × Base Area
+ Base Perimeter × Length
Volume of a Prism
The Volume of a prism is the area of one end times the length of the prism.
Volume = Base Area × Length

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One's own work

  • 2. Prisms A prism is a solid object with:  identical ends  flat faces  and the same cross section all along its length ! Try drawing a shape on a piece of paper (using straight lines) Then imagine it extending up from the sheet of paper ... ... that's a prism ! No Curves! A prism is a polyhedron, which means all faces are flat! No curved sides. For example, a cylinder is not a prism, because it has curved sides.
  • 3. Bases The ends of a prism are parallel and each one is called a base. Sides The side faces of a prism are parallelograms (4-sided shapes with opposite sides parallel) These are all Prisms: Square Prism: Cross-Section: Cube: Cross-Section:
  • 4. (yes, a cube is a prism, because it is a square all along its length) (Also see Rectangular Prisms ) Triangular Prism: Cross-Section: Pentagonal Prism: Cross-Section: and more! Regular and Irregular Prisms All the previous examples are Regular Prisms, because the cross section is regular (in other words it is a shape with equal edge lengths, and equal angles.) Here is an example of an Irregular Prism: Irregular Pentagonal Prism: Cross-Section It is "irregular" because the cross-section is not "regular" in shape.
  • 5. Surface Area of a Prism Surface Area = 2 × Base Area + Base Perimeter × Length Volume of a Prism The Volume of a prism is the area of one end times the length of the prism. Volume = Base Area × Length