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Solids: The PRISM

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Welcome!

Solids: The PRISM

The definition of the solid prism, its elements, and an application exercise are presented below.

Keep going.

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interacción
solidos-geometricos
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Créé par

Andrea Roa
Andrea Roa
Colombia

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Solids: The PRISMVersion en ligne

Welcome! Solids: The PRISM The definition of the solid prism, its elements, and an application exercise are presented below. Keep going.

par Andrea Roa
1

Definition

Definition


A prism is a polyhedron with two equal and parallel faces called bases and whose lateral faces are parallelograms.


2

Prism Elements



Its bases: they are equal and parallel polygons
Side faces: what are pale we get side faces
Basic Edges: They are the edges of the bases
Lateral Edges: which are the edges of the lateral faces.
Vertices: cutting point of the edges.
Height: distance between the two bases (h)


Watch:
https://youtu.be/mRAJdgQQIdI

3

Classification

They are classified according to the number of sides of their bases, according to the angle that their faces form with the bases and according to the shapes of their lateral faces.Example:TriangularQuadrangularPentagonalHexagonal

4

How to determine your Area?

How to determine your Area?

  1. The lateral surface area of a prism is the sum of the areas of its lateral faces.
  1. The total surface area of a prism is the sum of the areas of its lateral faces and its two bases

Wacht  the video to find the area of the different prisms:

https://youtu.be/FKtGfoW5wxs 

5

How to determine the Volume of a Prism?

How to determine the Volume of a Prism?

The volume corresponds to the space that the shape occupies, therefore, it is the multiplication of the height by the width and by the length or also the product of the area of the base by the height.The formula for the volume of a prism is V = Bh, where B is the area of the base and h is the height

6

A problem applied to the context of your community where the area or volume of the solid is determined.

A problem applied to the context of your community where the area or volume of the solid is determined.


Example:
The community council of the village wants to know the volume that the meeting room occupies
Its front measurements are known to be 12 m by 8 m deep by 5 m high.
1.7 meters to the roof part.

7

Des

I invite you to observe the following blog and videos

 http://geometriasolidosgeometricos.blogspot.com.co/

https://www.youtube.com/watch?v=4G4aOfXFwoc

https://youtu.be/1oKeevDSkhk

 Thanks for your attention! 
 
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