🗊Презентация Polyhedron. Prisms

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Polyhedron. Prisms, слайд №1Polyhedron. Prisms, слайд №2Polyhedron. Prisms, слайд №3Polyhedron. Prisms, слайд №4Polyhedron. Prisms, слайд №5Polyhedron. Prisms, слайд №6Polyhedron. Prisms, слайд №7Polyhedron. Prisms, слайд №8Polyhedron. Prisms, слайд №9Polyhedron. Prisms, слайд №10Polyhedron. Prisms, слайд №11Polyhedron. Prisms, слайд №12Polyhedron. Prisms, слайд №13Polyhedron. Prisms, слайд №14Polyhedron. Prisms, слайд №15Polyhedron. Prisms, слайд №16Polyhedron. Prisms, слайд №17Polyhedron. Prisms, слайд №18Polyhedron. Prisms, слайд №19
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POLYHEDRON
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POLYHEDRON

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Figures in three dimensional geometry (space geometry) have thickness as well as length and width.
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Figures in three dimensional geometry (space geometry) have thickness as well as length and width.

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The polygons that make up a polyhedron are called the The polygons that make up a polyhedron are called the faces. A line segment formed by the intersection of two faces is called an edge of the polyhedron. A point where three or more edges meet is called a vertex of the polyhedron. A line joining two vertices not in the same face is called a diagonal of the polyhedron. The surface of a polyhedron consists of all points on its faces.
Описание слайда:
The polygons that make up a polyhedron are called the The polygons that make up a polyhedron are called the faces. A line segment formed by the intersection of two faces is called an edge of the polyhedron. A point where three or more edges meet is called a vertex of the polyhedron. A line joining two vertices not in the same face is called a diagonal of the polyhedron. The surface of a polyhedron consists of all points on its faces.

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Polyhedron. Prisms, слайд №4
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Polyhedron. Prisms, слайд №5
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Polyhedron. Prisms, слайд №6
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Regular Octahedron
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Regular Octahedron

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Polyhedron. Prisms, слайд №8
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Polyhedron. Prisms, слайд №9
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Some Important Polyhedrons 1. Prisms
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Some Important Polyhedrons 1. Prisms

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The length of any altitude is called the HEIGHT of the prism. The height is the perpendicular The length of any altitude is called the HEIGHT of the prism. The height is the perpendicular distance between the bases.
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The length of any altitude is called the HEIGHT of the prism. The height is the perpendicular The length of any altitude is called the HEIGHT of the prism. The height is the perpendicular distance between the bases.

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EXAMPLE: Find the height of an oblique pentagonal prism with 60° inclination if its lateral edge is 8 m.
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EXAMPLE: Find the height of an oblique pentagonal prism with 60° inclination if its lateral edge is 8 m.

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Polyhedron. Prisms, слайд №13
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Polyhedron. Prisms, слайд №14
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TYPES OF PRISM
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TYPES OF PRISM

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Polyhedron. Prisms, слайд №16
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EXAMPLE
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EXAMPLE

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EXAMPLE:
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EXAMPLE:

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EXAMPLE:
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EXAMPLE:

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