Question: Which operations on a single bit are considered reversible? Identity: f ( x ) = x Negation: f ( x ) = r x Constant

Which operations on a single bit are considered "reversible?"
Identity: f(x)=x
Negation: f(x)=rx
Constant 0:f(x)=0
Constant 1: f(x)=1
Which operations on a single bit are considered "reversible?" Identity: f(x)=x

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