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Is A=A an example of the Reflexive property of congruence -True -False
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Yes it is true. Think of a mirror and how it reflects the same object. That's how I remember "reflexive".
just for my own information, since when did "equal" become "congruence"?
good point, but I think it meant to say \[\Large A \cong A\]
oh I guess not
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To be completely accurate, satellite73 is right. That equation A = A is the reflexive property of equality. Not congruence.
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