Mmw

Front 1

Ishango Bone (20k yrs ago)

Back 1

Counting started Unified series of unified lines cut into bone

Front 2

Programma 101 (1965)

Back 2

First personal desktop computer

Front 3

Apollo 11 (1969)

Back 3

First landing of man on the moon

Front 4

GPS (1989)

Back 4

Benefit military at first

Front 5

1. Distance between u and each of these satellites

2. Location of atleast 3 satellites above you

Back 5

Calculation of GPS

Front 6

1. Geometric patterns

2. Wave patterns

3. Patterns of movement

4. Fractals

Back 6

Patterns

Front 7

Fractals

Back 7

Mathematical formula of a pattern

Front 8

Benoit Mandelbrot

Back 8

Father of fractals

Front 9

1. Flower petals

2. Honeycomb

3. The sunflower

4. Snowflakes

5. Snail's shell

Back 9

Fibonacci patterns examples

Front 10

34 - clockwise

21 - counter clockwise

Back 10

Sunflower fibonacci number

Front 11

Mathematics

Back 11

Formal system of thought for recognizing, classifying, and exploiting patterns

Front 12

Topology

Back 12

Study of properties of shapes that stay the same after continuous deformation

Front 13

Cowlicks

Back 13

Example of topology that Persists even after stretching, bending, twisting

Front 14

1. Organize patterns, regularities, and irregularities

2. Pythagoras proclaimes that nature was numbers

3. To be able to predict

4. Help us to forecast weather conditions

5. Help us to Control epidemics

6. Provide tools for calculations

7. Provide new questions to think about

Back 14

Purposes of mathematics

Front 15

Fibonacci sequence

Back 15

Sequence beginning with 1,each subsequent number is the sum of the two proceding numbers

Front 16

1. Fibonacci in sunflowers

2. Fibonacci in pineapples

3. Fibonacci in plants

4. Fibonacci numbers in nature

5. Fibonacci in animals

Back 16

Examples of Fibonacci sequence found in nature

Front 17

Golden ratio (1.618033...)

-aka Golden mean, divine proportion, golden proportion

Back 17

-known by many other names such as...

-Represented by Greek letter Phi

-defined by Greek mathematician Euclid in 300 BC

Front 18

Base = 1

Height = √phi

Slant height = Phi

Back 18

Great pyramid of Giza

Front 19

The Parthenon

Back 19

The exterior dimensions form a Golden Ratio

Front 20

1. With a desire to know the truth

2. With trial and error

Back 20

How is mathematics done?

Front 21

1. Pure and applied mathematicians

2. Natural scientists

3. practically everyone

Back 21

Who uses mathematics?