https://padlet.com/kate_naveau/d8ephrnpmjte Made with a lightning strike of genius en-us 2018-12-07 15:43:36 UTC 2018-12-11 14:09:13 UTC hello@padlet.com kate_naveau https://padlet.com/kate_naveau/d8ephrnpmjte/wish/312277678 Write your 5 favorite findings. ]]> 2018-12-07 15:45:05 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/312277678 https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313019406 1The sequence starts with zero

2 it is the matter of adding.

3 the numbers a petals on a flower are a fibonacci number.


4 The golden ratio is 1.618033.....

5  patterns of fibonacci sequence can be found all over in nature.]]> 2018-12-10 16:37:32 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313019406 https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313020358 1.The first 6 numbers in the sequence create a rectangle. 
2. The Golden Ratio is 1.618033 
3. The petals on a flower is usually a Fibonacci number 
4.]]> 2018-12-10 16:38:55 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313020358 https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313021124 1.  The petals on a flower and the spirals on a pine cone are almost always fibonacci numbers.

2.  When you add up the squares of the fibonacci numbers you can find fibonacci numbers in the sum.

3. Another thing that I thought was interested in was that you add the previous two numbers to get the next number.

4. If you keep dividing the larger number by the smaller number you get closer to the golden ratio.

5. The fibonacci pattern only repeats 1 number. One.]]> 2018-12-10 16:39:59 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313021124 https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313201053 1. Plants keep adding petals at 137.5 angles which is the golden angle.

2.  If you find the square of the first few fibonacci numbers and add them up you get the next one.  For example, the squares of 1 is 1 and then 1 is one and 2 is 4 so when you add 1 and 1 you get 2 and when you add 1 and 4 you get 5 and then it skips to 13 and so on and so forth.

3. The golden ratio is 1.618033...

4. The fibonacci sequence works by adding the previous 2 numbers to get the next ones after that.

5. Another pattern is hen you add up the squares of the fibonacci numbers you can find the fibonacci numbers in them.  ]]> 2018-12-10 22:43:41 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313201053 https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313366857 4.  The Fibonacci Sequence has an artistic side to it
5.  To get the next number in the sequence, you add the previous two]]> 2018-12-11 13:04:51 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313366857 https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313372210 1. The number of petals that a flower has is usually a Fibonacci number.

2. The golden ratio is 1.618033.....

3. The Fibonacci sequence is adding the previous 2 number together to get the next number.

4. The golden angle is when plants keep adding petals at 137.5 angles.

5. When you add up the squares of the Fibonacci numbers then you can get Fibonacci numbers in the sum of the squares.]]> 2018-12-11 13:18:25 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313372210 https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313372258 1. It starts with zero.
2. You can see the sequence in flowers, pine cone and pineapple.
3. The golden ratio is 1.618033
4. All it is adding the number behind it like 0+1=1 1+1=2   1+2=3 3+2=5 and so on.
5.The golden angle is plants that keep adding petals at 137.5

]]> 2018-12-11 13:18:30 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313372258 https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313373534 1.The Golden Ratio is 1.618033 
2. The pattern starts at zero
3.The Fibonacci sequence is adding the previous 2 number together to get the next number.
4. Plants keep adding petals at 137.5 angles which is the golden angle.
5.Fibonacci numbers are everywhere in nature on different plants]]> 2018-12-11 13:21:24 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313373534 https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313373599 1 The Fibonacci Sequence starts at 0
2 The Fibonacci Sequence is when you start with 0 and 1 and add the sum with the previous number 
              0 1 1 2 3 5 8 13 
3 The Golden Ratio is 1.618033
4 Flowers and other plants use the  Fibonacci Sequence to create spirals as they grow 
5 Plants use the angle 137.5 to make sure all of the petals catch sunlight]]> 2018-12-11 13:21:34 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313373599 25oolawale https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313374476 1. Plants use Φ.

2. The fibonacci sequence starts at zero
3. Fibonacci is found almost anywhere in nature.
4. Fibonacci can make perfect spirals
5. You add the previous numbers to get the next in the fibonacci sequence. ]]> 2018-12-11 13:23:40 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313374476 https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313374647 1 Fibonacci numbers can be found everywhere is nature
2 The fibonacci sequence can go on forever
3 Fibonacci sequence can create perfect spirals
4 The golden ratio can make plants get lots of sun with no overlapping leaves
5 The numbers in the sequence create a rectangle]]> 2018-12-11 13:24:08 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313374647 https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313374773 1. The sequence of fibonacci is often found in flowers

2. It is also found in animals when they reproduce

3.The number is always the sum of the previous two numbers it starts like this
1,1,2,3,5,8,13,21,.....

4. The fibonacci sequence is often found in music too

5. The golden ratio is 1.61803398875]]> 2018-12-11 13:24:26 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313374773 https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313376415 1.  Fibonacci numbers are found in nature, especially in plants
2. The Fibonacci sequence is the following:  
0, 1, 1, 2,  3, 5,  8, 13,  21, 34...
3. The golden ratio is 1.618033
4. Fibonacci numbers make a sort of never ending spirals 
5.  The fibonacci sequence is achieved by doing the following:
0+1=1, 1+1=2, 1+2=3, and so on.]]> 2018-12-11 13:28:13 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313376415 https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313376847 1. The next number of the sequence is the current number and the last number together 
2. The Fibonacci Sequence is found in nature 
3. The golden ratio is starts with 1.618
4.Plants use the golden ratio to not overlap ]]> 2018-12-11 13:29:04 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313376847 https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313378706 1: The Fibonacci sequence is found in nature.
2: The Fibonacci sequence is 0, 1, 1, 2, 3, 5, 8, 13, 21, 34, and so on.
3: The Fibonacci sequence is 1.61803398875
4: It is adding the previous two numbers together to get the next number. For example, 1+1=2, 2+1=3, 3+2=5, and so on.
5: You can use Fibonacci numbers to make spirals and rectangles.]]> 2018-12-11 13:33:15 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313378706 https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313378962 1.Fibonacci numbers can be found in many things
2.The numbers in the Fibonacci sequence can be shown even by the squares of the fibonacci numbers
3. You can draw spirals to represent the fibonnacci sequence
4.Lots of plants have the Fibonacci sequence
5.Human faces show the golden ratio]]> 2018-12-11 13:33:53 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313378962 https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313379856 1: To find the next number in the Fibonacci sequence you take the previous number and add it with the number you have. Ex: 0,1,1,2,3,5,?    3+5=8      ?=8
2: Named after Italian Mathematician who discovered the pattern.
3: Most plants spirals are a Fibonacci number.
4:Fibonacci sequence starts with 0 plus 0 is 0 so 0 would go on forever until you add a 1.
5: Some plants do not have a fibonacci number with their spirls. ]]> 2018-12-11 13:35:55 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313379856 https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313380836 Fibonacci sequence is found often in nature

It is a list of numbers, without any symbols ( = + - ) 

the pattern can be represented by the golden ratio

to find the Fibonacci sequence, you add the two latest numbers you found, then that is your number.

A human face has the Fibonacci ratio]]> 2018-12-11 13:38:15 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313380836 https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313381987 -If you square each fibonacci number then add consecutive squared numbers you will get fibonacci numbers.
-The fibonacci numbers are a sequence of numbers that form when you add two consecutive numbers.
-Many plants have hidden fibonacci numbers.
-The golden ratio is 1.618033
-The fibonacci sequence is often described as spiraly.]]> 2018-12-11 13:40:56 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313381987 https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313382475 1. The fibonacci sequence is often found in spirals in plants.

2. The next number in the sequence is always the sum of the two numbers before... 1,1, 2, 3, 5, 8, 13, 21, 34, 55, 89

3. The fibonacci sequence can also be found in music too

4. The golden ratio is 1.61803398875 

5. The fibonacci sequence starts with zero]]> 2018-12-11 13:41:55 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313382475 https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313383839 1. Fibonacci is found in nature

2. The golden ratio is 1.618033

3. In the fibonacci sequence the two numbers add up to create the next number in the sequence. 

4. If you take a non-fibonacci number and break it down to what got that number you will sometimes get fibonacci numbers.

5. In plants, like flowers there is usually a fibonacci number on the amount of pedals ]]> 2018-12-11 13:43:39 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313383839 https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313386023 1. The Fibonacci sequence is in many everyday items that we use.
2. The golden ratio is 1.618033...
3. The face of a human being has the golden ratio. 
4. The Fibonacci sequence can be found in music.
5. The Fibonacci sequence is 0,1,1,2,3,5,8,13,21,34,55,89,144...]]> 2018-12-11 13:48:26 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313386023 https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313386579 1. Fibonacci is found in nature.
2. The sequence is so simple how you just add the two numbers together.
3. The golden ratio is 1.618033
4.The sequence is 0 ,1 ,1 ,2  ,3 ,5 ,8 ,13 ,21 ,34  and keeps going.
5.The Fibonacci sequence can go on forever.]]> 2018-12-11 13:49:46 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313386579 https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313387653
1. Fibonacci numbers are found in nature.
2. The golden angle is basically the golden ratio
3. The Fibonacci sequence is a series of numbers where each number is the sum of the two numbers before it
4. The Fibonacci sequence goes on forever
5. The golden ratio is found on the human face]]> 2018-12-11 13:52:30 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313387653 https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313388749 1. Fibonacci can be found many places
2.  the sequence is 0,1,1,2,3,5,8,13,21
3. the golden ratio is 1.618033
4. the sequence can go on forever.
5. first 6 numbers create a rectangle ]]> 2018-12-11 13:53:50 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313388749 https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313392612 The 5 most interesting things I found about the fibonacci is
-It is found in nature
-The sum of the 3rd number is the first 2 added together
-The golden ratio is 1.618033
-The fibonacci is never-ending
-The golden ratio can be found on humans.]]> 2018-12-11 14:01:51 UTC https://padlet.com/kate_naveau/d8ephrnpmjte/wish/313392612