Mathematics in Our World Flashcards

1
Q

is an object or group of objects that possesses regularity orrepetition (which could be visual, arithmetic, etc.).

A

Mathematical pattern

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2
Q

An example of a mathematical pattern: 1, 2, 4,8, 16, 32, …..1, 2, 4, 8, 16, 32 …is a pattern made of numbers called _____, and this pattern is characterized by doubling (i.e, each term is twice as large as the term before).

A

Sequence

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3
Q

There are visible regularities of form found in the natural world. These are called ____.

A

Patterns in nature

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4
Q

is a connected hexagonal wax cell constructed by honey bees inside their nest to contain their larvae and stores honey and pollen.

A

Honeycombs

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5
Q

Also known as _____, notice the appearance of the ___form is an example of a fractal.

A

Romanesco broccolo, Roman cauliflower.

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6
Q

Has various extremly irregular curves or shapes for which any suitably chosen part is similar in shape to a given larger or smaller part when magnified or reduced to the same size.

A

Fractal

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7
Q

In simple terms, sunflowers can pack in the maximum number of seeds if each seed is separated by an irrational-numbered angle.

A

Sunflowers

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8
Q

Regular, repeated, or recurring visual forms or designs.

It manifest some kind of structure and organization.

A

Patterns

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9
Q

Indicates that you can draw an imaginary line across an object and the resulting parts are mirror image of each other.

A

Symmetry

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10
Q

Different types of symmetry:

A
  • Reflection or line symmetry - Rotational symmetry
  • Bilateral symmetry
  • Radial symmetry
  • Spherical symmetry
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11
Q

Means one half of the image is the mirror image of the other half.

A

Reflection or line symmetry

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12
Q

Means that when you rotate an object by a specified measure of degrees, you can still get the appearance of the object in the original position.

A

Rotational symmetry

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13
Q

The hexagonal formation enables the bee colony to maximize their storage of honey using the smallest amount of wax. The concept behind this involves packing problems.

A

True

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14
Q

The first person to explain how the patterns of animals like leopards, jaguars and zebras are determined.

A

Alan Turing

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15
Q

The external appearances of animals also exhibit some kind of random designs which are believed to be governed by mathematical equations.

A

True

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