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Fibonacci Sequence: The Number Devil Night 6
24
Transcript
Humans have caught on this fad-setting trend by composing the musical scale, where 1 piano has 1 keyboard with black keys arranged in groups of 2 and 3 consisting of 5 black keys (sharps and flats) and 8 white keys (whole tones) for a 13 note chromatic musical octave. Musically, we have thus accounted for seven consecutive Fibonacci Numbers
For years, people and nature have been creating structures and designs with the Fibonacci sequence. See how many you can find!
This prezi is dedicated to Mrs. C. Collin, who is the best math teacher anyone could have. Thank-you!
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Fibonacci Sequence: The Number Devil Night 6
21+34=55
34+55=89
55+89=144
89+144=233
Example from Art
1
2
1
5
FIRST 14 FIBONACCI NUMBERS:
3
How do we find Fibonacci numbers?
We start with 0 and 1
0+1=1, so the sequence is now 0 1 1
1+1=2, so the sequence is now 0 1 1 2
etc.
3+5=8
5+8=13
8+13=21
13+21=34
0+1=1
1+1=2
1+2=3
2+3=5
Example from NATURE
0
1
Architectural Example
5
3
1
2
1
8
13
By Jinming Kim Wang
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