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    Exam 19: Symmetry and Patterns
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    A Group Is Commutative If\(x \circ y = y \circ x\)
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A Group Is Commutative If x∘y=y∘xx \circ y = y \circ xx∘y=y∘x

Question 9

Question 9

True/False

A group is commutative if x∘y=y∘xx \circ y = y \circ xx∘y=y∘x for any two elements x and y in the group. Is the Klein 4-group commutative?

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