Nature of Mathematics

Question 1

______ of mathematics, _________ of its practical, _______ and aesthetic _______ and ______ of mathematical tools in daily life.

Answer 1

Nature
Appreciation
Intellectual
Dimension
Application

Question 2

Nature by Numbers
A short movie by __________, 2010

Answer 2

Cristὁbal Vila

Question 3

Mathematic is a formal system of thought for _____, ______ and _________ patterns

Answer 3

Recognizing
Classifying
Exploiting

Question 4

Mathematics; Science and _______

Answer 4

Technology

Question 5

Mathematics; the origin of ________

Answer 5

Counting

Question 6

Mathematics; _______ patterns

Answer 6

Geometric

Question 7

Mathematics; Wave patters in ______ and on ______.

Answer 7

Water
Land

Question 8

Mathematics; Patterns of ________

Answer 8

Movement

Question 9

It has Fractals

Answer 9

Mathematics

Question 10

To help us unravel the puzzles of nature, a useful way to think about nature

Answer 10

Mathematics

Question 11

Organize patterns and regularities as well as irregularities

Answer 11

Mathematics

Question 12

Mathematics; To able to ____

Answer 12

Predict

Question 13

Mathematics; To help us control ________, _________

Answer 13

Weather
Epidemics

Question 14

Mathematics; Provides tools for _________

Answer 14

Calculations

Question 15

It provides new questions to think about

Answer 15

Mathematics

Question 16

• With curiosity
• With a penchant for seeking patterns and generalities

Answer 16

Mathematics

Question 17

• With a desire to know the truth
• With trial and error

Answer 17

Mathematics

Question 18

• Without fear of facing more questions and problems to solve
• With tenacity (willingness to keep working)

Answer 18

Mathematics

Question 19

Importance of Mathematics

Answer 19

• It gives order
• It helps us become better persons
• It helps the world a better place to live in

Question 20

The Fibonacci numbers are the numbers in the following integer sequence, called the _____________.

Answer 20

Fibonacci Sequence

Question 21

the ____________ are the numbers in the following integer sequence, called the Fibonacci sequence

Answer 21

Fibonacci Numbers

Question 22

it characterized by the fact that every number after the first two is the sum ofthe two preceding ones.

Answer 22

Fibonacci Numbers

Question 23

The sequence Fn of Fibonacci Numbers Formula

Answer 23

Fn = Fn-1 + Fn-2

Question 24

____________ appear to have first arisen in perhaps ____ BC in workby ____________ a on enumerating possible patterns of poetry formed from syllables of two lengths.

Answer 24

Fibonacci Numbers
200 BC
Pingala

Question 25

The Fibonacci sequence is named after Italian mathematician _________________ which means Leonardo of Pisa, known as Fibonacci.

Answer 25

Leonardo Pisano

Question 26

Leonardo Pisano which means _____________, known as Fibonacci.

Answer 26

Leonardo of Pisa

Question 27

Leonardo Pisano (Fibonacci) Year?

Answer 27

1170-1250

Question 28

__________ is better known by his nickname Fibonacci.

Answer 28

Leonardo Pisano

Question 29

Leonardo Pisano was born in __________ but was educated in ________ where his father held a __________ post.

Answer 29

Italy North America Diplomatic

Question 30

Fibonacci was taught mathematics in _______ and travelled widely with his______, recognizing the enormous advantages of the ____________ used in the countries they visited.

Answer 30

Bugia Father Mathematical systems

Question 31

- He was considered to be the most talented mathematician in the middle ages - “the most talented western mathematician” of the Middle Ages.

Answer 31

Leonardo Pisano

Question 32

In _________, Fibonacci wrote a very famous book “________” to describemathematics he learned.

Answer 32

1202 Liber abaci

Question 33

Fibonacci Sequence ThingsExamples:

Answer 33

- Flower petals - Leaves - Spiral - Tree Branches

Question 34

Golden Ratio symbol in greek

Answer 34

"phi"

Question 35

The golden ratio is a special number approximately equal to _______.

Answer 35

1.618

Question 36

It appears many times in geometry, art, architecture and other areas.

Answer 36

The golden ratio

Question 37

The golden ratio, also known as the ____________

Answer 37

Divine Proportion

Question 38

The Golden Ratio is also sometimes called the _______, _____, ______, ______ ______, _________ and ________.

Answer 38

golden section golden mean golden number divine proportion divine section golden rectangle golden proportion.

Question 39

__________ is a mathematical ratio. It is commonly found in nature, and when used in design, it fosters organic and natural looking compositions that are aesthetically pleasing to the eye.

Answer 39

The Golden Ratio

Question 40

Golden Ratio in Art Examples:

Answer 40

- Pyramids in Giza - the Parthenon in Athens - Michelangelo’s The Creation of Adam on the ceiling of the Sistine Chapel - Da Vinci’s Mona Lisa - Apple - Toyota - Pepsi Logo

Question 41

a/b = a+b/a =

Answer 41

1.618

Question 42

the Golden Ratio boils down to _________— creating and appreciating a sense of beauty through ________ and ________.

Answer 42

Aesthetic Harmony Proportion

Question 43

When applied to design, the Golden Ratio provides a sense of _____; an X-factor; a certain ____________

Answer 43

artistry je ne sais quoi

Question 44

je ne sais quoi means

Answer 44

a quality that cannot be described or named easily.

Question 45

Golden Ratio in things Examples:

Answer 45

- Sunflower - Spiral Aloe - Nautulis Shell - Human Face

Question 46

FORMS OF PATTERNS IN THE NATURE FRUITS: A banana has ______ sections

Answer 46

3 Sections

Question 47

FORMS OF PATTERNS IN THE NATURE FRUITS: An apple has _____ sections

Answer 47

5 Sections