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Defined as the study of numbers and arithmetic operations
An arrangement which helps observers anticipate what they might see or what happens next
Regular, repeated or recurring forms or designs
Familiar patterns, such as 2, 4, 6, 8….
A motif or design that depicts abstract shapes like lines, polygons, and circles, and typically repeats like a wallpaper.
Pattern that is found in language, such as the morphological rules for making nouns plural
An imaginary line across the object and the resulting parts are mirror images of each other.
Type of symmetry wherein the left and right portions are exactly the same.
If you rotate a starfish by several degrees, you can still achieve the same appearance as the original position
Set of integers that starts with zero, followed by 1, then another 1, and then by a series of steadily increasing numbers
Fibonacci was named after an Italian mathematician…
The language of mathematics makes it easy to express the kinds of thoughts that mathematicians like to express. It is:
the sum of
there exists
for every (for any)
element of (member of
not an element of (not a member of)
subset of
if…, then
if and only if
set of real numbers
set of natural numbers
set of integers
set of rational numbers