MMW 101 - Lesson 1 Flashcards

1
Q

• A study of patterns
• A language
• A set of problem solving tools
• A process of thinking
• An art

A

Mathematics

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2
Q

It is the regularity that we see in the forms of the things in the natural world.

A

Patterns in Nature / Natural Patterns

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3
Q

What are the five types of natural patterns?

A
  1. Symmetry
  2. Spiral
  3. Meander
  4. Cracks
  5. Stripe
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4
Q

In terms of natural patterns, there is _________ if an imaginary line is drawn across an object and the resulting parts are mirror of each other.

A

Symmetry

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5
Q

It is a curve pattern that focuses on a center point and a series of circular shapes that revolve around it. This is common in plants and some animals

A

Spiral

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6
Q

It is a series of regular sinuous curves, bends, loops, turns, or windings in the channel of a river, stream, of other watercourses.

A

Meander

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7
Q

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

A

Cracks

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8
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

Stripe

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9
Q

What are the four main types of patterns

A
  1. Logical patterns
  2. Geometric patterns
  3. Word patterns
  4. Number patterns
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10
Q

These two are the first two important measurements of IQ and are also considered as components of many careers

A

Logical patterns

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11
Q

This type of pattern consists of polygons and circles that are repeated to create a design

A

Geometric patterns

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12
Q

Is a type of geometric pattern which is formed by repeating polygons to cover a plain so that there is no gaps or overlaps. An example is a honey comb

A

Tessellations

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13
Q

A type of tessellation where in regular polygons are repeated

A

Regular tessellation

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14
Q

A type of tessellation wherein two or more polygons are being repeated.

A

Semi-regular tessellation

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15
Q

• It is a geometric pattern
• It has never-ending patterned
• Can be formed by continuously repeating something
• Considered as “self-similar” provided that each part is similar to the entirety of the object

A

Fractals

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16
Q

• It is a fractal named after Polish mathematician Waclaw Franciszek Sierpinski.
• It is a repeating triangle

A

Sierpinski Triangle

17
Q

• Named after Balise Pascal
• Consist of triangles that contain numerical coefficients
• Downward addition of the numbers next to each other

A

Pascal’s Triangle

18
Q

To construct a __________ start at some point and draw a line segment. From an end, draw two branches at a certain angle. Repeat the previous step to the new endpoints and continue the process to make more branches

A

Fractal tree

19
Q

It is a type of fractals wherein one needs to start by drawing an equilateral triangle on each middle part. It was formulated by Helge Von Koch

A

Koch snowflake

20
Q

It is a kind of pattern that uses words

A

Word patterns

21
Q

Types of word patterns

A
  1. Plural nouns
  2. Past tense of verbs
  3. Analogy
  4. Ryme scheme
22
Q

It is a kind of pattern that uses numbers that follows a particular sequence or order

A

Number patterns

23
Q

It is a type of sequence that uses aditition, subtraction, and exponential functions like squares and cubes

A

Arithmetic sequence

24
Q

A type of sequence that uses multiplication and division

A

Geometric sequence