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10 cards from this deck
Set with operation satisfying CAII axioms
Element that leaves all other elements unchanged when combined
Combining any two elements produces another element in the set
Element that combines with another to produce identity
a(bc)=(ab)ca(bc) = (ab)ca(bc)=(ab)c - grouping doesn't affect result
CAII: Closure, Associativity, Identity, Inverses
Number of elements in the group
Smallest nnn where xn=ex^n = exn=e (identity)
Group where xy=yxxy = yxxy=yx for all elements (commutative)
2n2n2n (nnn rotations and nnn reflections)
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