PRELIMS - LESSON 2 Flashcards

1
Q

are visible regularities of form found in the natural world. These patterns recur in different contexts and can sometimes be modelled mathematically.

A

PATTERN IN NATURE

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2
Q

is a discernible regularity in the world or in a man-made design.

A

PATTERN

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3
Q

is the fact that the same thing always happens in the same circumstances

A

REGULARITY

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4
Q

There is______ if an imaginary
line is drawn across an object, the
resulting parts are mirrors of each
other, like the following figures.

A

SYMMETRY

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5
Q

Is a curve which emanates
from a point, moving farther
away as it revolves around the
point.

A

SPIRAL

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6
Q

is one of a series of regular sinuous curves, bends, loops,
turns, winding in the channel of a river, stream, or river
swinging from side to side as it flow across its floodplain or shifts its channel within a valley.

A

MEANDER

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7
Q

is a disturbance that transfers energy through matter or
space, with little or associated mass transport.
- Consists of oscillations or vibrations of a physical medium or field, around relatively fixed location.

A

WAVE

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8
Q
  • Is a substance formed
    by trapping pockets of
    gas in liquid or solid.
  • A bath soap and the
    head on a glass of
    beer are examples of
    foams
  • In most foams, the
    volume of gas is large,
    with thin films or liquid
    or solid separating the
    regions of gas.
  • Soap forms also
    known as SUDS.
A

FOAM

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9
Q

A ________ of a flat
surface is the tiling of
a plane using one or
more geometric
shape called tiles,
with no overlaps and
no gaps.

  • In mathematics,
    tessellations can be
    generalized through
    higher dimension and
    a variety of
    geometries.
A

TESSELATION

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10
Q

linear openings that form in
materials to relieve stress. The
pattern of cracks indicates whether
the material is elastic or not

A

FRACTURE OR CRACK

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11
Q

is a strip or band that has a
different color from the surface
surrounding it. This may be
seen in various living things,
especially animals.

A

STRIPES

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12
Q

A ______ is a never-ending pattern

  • Each part of the object is similar to the
    whole object. Fractals are infinitely
    complex patterns that are self-similar
    across different scales.
A

FRACTAL

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13
Q

These are the processes of
rotation, reflection and scaling.
Many plant forms utilize these
processes to generate their
structure

A

AFFINE TRANSFORMATIONS

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14
Q
  • It is a curved pattern that focuses on a center point
    and a series of circular shapes that revolve around it.
A

SPIRAL

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15
Q

arranged or having parts arranged like
lines coming out of the center of the circle

A

RADIAL

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16
Q

to break or crack

17
Q

It is a list or set of numbers that follow a certain
sequence or pattern. As an arrangement of number, it
illustrates a way that it follows a particular property or
pattern. When numbers are arranged in either
______ or ______ order, and have with it basic
operations of mathematics or a certain series of
arithmetical operation like addition or multiplication
repeatedly done. An _______ is made by
adding the same value each time. The value added is
called the common difference.

A

NUMBER PATTERNS

ascending or descending

arithmetic sequence

18
Q

A __________ is a kind of pattern formed of
sequences of lines and curves to form geometric
shapes and figures. A motif, pattern, or design depicting
abstract, nonrepresentational shapes such as lines,
circles, ellipses, triangles, rectangles, and polygons.

Geometric patterns can be associated with wall
paper designs and tiling. They could also be associated
to number patterns and predict the next geometric
shape that would follow the sequence.

A

GEOMETRIC PATTERN