Let R be a relation over set N×Ndefined by (a,b)R (c,d) if a + d = b + c then R is ...... ( Here N is the set of all natural numbers)

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Let R be a relation over set N Ndefined by (a,b)R (c,d) if a +

Question

Let R be a relation over set N $\times N$ defined by (a,b)R (c,d) if a + d = b + c then R is ...... ( Here N is the set of all natural numbers)

Reflexive only

Symmetric only

Transitive only

Equivalence relation

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Let R be a relation over set N

\times N

defined by (a,b)R (c,d) if a + d = b + c then R is ...... ( Here N is the set of all natural numbers)

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Question Text

Let R be a relation over set N

\times N

defined by (a,b)R (c,d) if a + d = b + c then R is ...... ( Here N is the set of all natural numbers)