In 34-36, assume that R is a relation on a et A. Prove or disprove each statement.
If R is reflexive, then is reflexive.
To prove that if R is reflexive, then is reflexive.
Assume that R is a relation on a set A and R is reflexive.
Let us assume that R is reflexive and let
By the definition of reflexive:
By the definition of the inverse relation:
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