development of surfaces Flashcards

1
Q

uses parallel lines to
construct the expanded pattern of each threedimensional shape. The method divides the surface
into a series of parallel lines to determine the shape
of a pattern. Example: Prism, Cylinder.

A

PARALLEL LINE
DEVELOPMENT

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2
Q

uses lines radiating from a
central point to construct the expanded pattern of
each three-dimensional shape. Example: Cone,
Pyramid

A

RADIAL LINE
DEVELOPMENT

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3
Q

developments are made from
polyhedrons, single curved surfaces, and
wrapped surfaces. Example: Tetrahedron
and other polyhedrons

A

TRIANGULATION
DEVELOPMENTS

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4
Q

, the shape
obtained is only approximate. After joining,
the part is stretched or distorted to obtain
the final shape. Example: Sphere.

A

APPROXIMATE
DEVELOPMENT

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5
Q

is one in which no stretching or distortion
of the surfaces occurs, and every surface of the development
is the same size and shape as the corresponding surface on
the 3-D object
* Polyhedrons are composed entirely of plane surfaces that can
be flattened true size onto a plane in a connected sequence.

A

TRUE
DEVELOPMENT

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6
Q

are composed
of consecutive pairs of straight-line
elements in the same plane.

A
  • Single curved surfaces
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7
Q

what is the example of radial line development?

A

cone,pyramid

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8
Q

what is the example of approximate development?

A

sphere

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9
Q

what is the example of parallel line development?

A

prism,cylinder

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10
Q

what is the example of triangulation development?

A

tetrahedron and other polyhedrons

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