fibonacci numbers

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fibonacci numbers

Growing patterns

fibonacci numbers in nature
2022
Text and photographs provide a simple introduction to Fibonacci numbers in nature.

Leo + Lea

a Fibonacci friendship
2022
Leo is totally fixated on numbers and counting everything, even the words in the story the teacher reads; Lea is the shy new girl who shares his desk, and spends all her time drawing--but one day, in the noise of the playground, an accident brings them and their obsessions together in the beginning of a friendship.

Horrible Harry cracks the code

Horrible Harry must defend his reputation as a detective by cracking the secret code of Mrs. Funderburke's lunch prizes.
Cover image of Horrible Harry cracks the code

Fibonacci Zoo

2015
When Eli and his father visit an unusual zoo, Eli keeps track of the numbers of animals and soon sees there is a pattern that will predict how many creatures are in the next exhibit. Includes an activity and facts about number sequences.

Horrible Harry cracks the code

2008
Horrible Harry must defend his reputation as a detective by cracking the secret code of Mrs. Funderburke's lunch prizes.

Wild Fibonacci

nature's secret code revealed
2005
Describes the Fibonacci sequence as it appear through a special shape called an equiangular spiral.and various other things in nature.

Blockhead

the life of Fibonacci
2010
An illustrated story of Leonardo Fibonacci that depicts the famed mathematician during his childhood in medieval Italy and on his world travels where he learned about mathematics, which led Fibonacci to discover a renown sequence of numbers.

Growing patterns

fibonacci numbers in nature
2010
Text and photographs provide a simple introduction to Fibonacci numbers in nature.

Rabbits, rabbits everywhere

a Fibonacci tale
2007
Rapidly multiplying rabbits are taking over the village of Chee, and soon there are so many that even the Pied Piper cannot get rid of them, but a girl named Amanda discovers a pattern that leads to a way to make the rabbits leave.

Fibonacci numbers

2011
Presents an explanation of the basic properties of Fibonacci numbers and explores their relevance in number theory, theory of continued fractions, geometry, and approximation theory.

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