Difference between revisions of "Reflexive Property of Equality"

Latest revision as of 13:09, April 1, 2024

The Reflexive Property of Equality states that $a=a$ . This means that any real number is necessarily equal to itself.

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	The '''Reflexive Property of Equality''' states that <math>a=a</math>. This means that any [[real number]] is necessarily [[equal]] to itself.		The '''Reflexive Property of Equality''' states that <math>a=a</math>. This means that any [[real number]] is necessarily [[equal]] to itself.