Mathematics
Let π΄ = {2,3,6,8,9,11} and π΅ = {1,4,5,10,15}. Let π
be a relation on π΄ Γ π΅ defined by (π, π)π
(π, π) if and only if 3ππ β 7ππ is an even integer. Then the relation π
is
A
an equivalence relation
B
reflexive and symmetric but not transitive
C
reflexive but not symmetric.
D
transitive but not symmetric
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