Numerical patterns can help guide our minds and fingers to create poems -- and one of the patterns I like is the Fibonacci numbers -- a number sequence for which the first non-zero numbers are both 1, and each succeeding number is the sum of the two preceding numbers.
1, 1, 2, 3, 5, 8, 13, 21, 34, . . .
Formation of a six-line poem using the first 6 of these numbers as syllable-counts, gives a tiny poem that has been named a Fib.
For me, using these Fibonacci numbers -- starting small and growing -- as syllable counts offers a nice structure for developing my thoughts around a particular topic. I like it for myself (a couple examples below) and I suggest to my students when I am asking them to share their math-related viewpoints.
When When
your your
father mother
is mathy is mathy
what are the chances what are the chances
that interest is passed to you? that interest is passed to you?
These days I celebrate the fact that I have granddaughters who like math!
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