Pressing Boobs With Applying Oil

Help for Technical Drawing. By Frk.

began a series that will certainly be useful to many scholars the IPPC. Cutout geometric shapes. We will not put formulas, no way to solve problems. Just so you can see how easy is this work.

If you find your figure looking here:
http://www.korthalsaltes.com/es/visual_index.php

Cylinders

straight cylinder:

Cylinder

cylinder Skew:

Make a slightly elongated rectangle

straight bases now have to change the two arches each circunferecia tangents, one up and other downwards, forming a sinuous or wavy line, like a flag waving in the wind. Giarse truncation can only be bent so that arrives as below ...

Remember complete tabs ... : D

truncated cylinder:

Remember

has tabs ...

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Triangular Prism

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Prisma

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Rectangular Prism

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Prisma Hexagonal

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Truncated Tetrahedron

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Quadrangular Pyramid

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Triangular Prism

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truncated pyramid

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Square bipyramid

square Dipyramid:
Faces: 8
Edges: 12
Vertices: 6

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pentagonal pyramid

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Pentagonal Prism

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Hexagonal Pyramid

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Octagonal Pyramid

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Irregular Polyhedron polyhedron defined by polygons they are not all equal.

Classification of Irregular polyhedra
irregular polyhedra are basically classified into:

tetrahedron **, ** ** pentahedron, hexahedron, heptaedro, octahedron, **

naming of irregular polyhedra,
by the number of faces

Pyramid
Polyhedron base defined by a polygon whose sides are triangles that have a vertex common (V ) called apex of the pyramid, which is not present at the base. The line through the apex of the pyramid and the geometric center of the base is called the axis of the pyramid ( and ). The pyramids are classified as:

straight pyramid: the axis is perpendicular to the polygon base,
oblique pyramid: the axis is not perpendicular to the polygon base,
regular pyramid: the base is a polygon regular
- straight regular pyramid: the base is a regular polygon and the axis is perpendicular to the polygon base.
- oblique regular pyramid: the base is a regular polygon and the axis is not perpendicular to the polygon base.

pyramids

Prisma
Polyhedron defined by two equal and parallel polygons ( bases) and whose sides, accordingly, are parallelograms. The line joining the geometric centers of the bases is called prism axis ( and ). Prisms are classified as:

straight prism : the axis is perpendicular to the base polygon, prism
oblique: the axis is not perpendicular to the base polygons,
regular prism, the bases are regular polygons,
- right regular prism, the bases are regular polygons and the axis is perpendicular to the polygon base.
- oblique regular prism, the bases are regular polygons and the axis is not perpendicular to the polygon base.
Parallelepiped : prism whose bases are parallelograms. Turn can be straight or oblique prisms