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a
reflexive only
b
transitive only
c
symmetric only
d
an equivalence relation
answer is D.
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Detailed Solution
If R be the relation ,xRy ⇔x-y is divisible by m ,xRx because x-x is divisible by mSo R is reflexive.xRy ⇒yRx so R is symmetric xRy and y Rz ⇒x-y=k1m y-z=k2mx-z =(k1+k2)m so R is transitive As R is reflexive,symmetric and transitive.it is an equivalence relation