Let P be the set of all people alive today, and define a relation S on P as follows: (person a) S (person b) if and only if person a and person b have at least one parent in common. Select all true answers (and no false answers) below. S is a reflexive relation OS is a symmetric relation S is a transitive relation S is the same relation as its own inverse

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Let P be the set of all people alive today, and define a relation S on P as follows: (person a) S
(person b) if and only if person a and person b have at least one parent in common. Select all true
answers (and no false answers) below.
S is a reflexive relation
OS is a symmetric relation
S is a transitive relation
S is the same relation as its own inverse
Transcribed Image Text:Let P be the set of all people alive today, and define a relation S on P as follows: (person a) S (person b) if and only if person a and person b have at least one parent in common. Select all true answers (and no false answers) below. S is a reflexive relation OS is a symmetric relation S is a transitive relation S is the same relation as its own inverse
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