EASY
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For | means that is a factor of the relation I is
(a)reflexive and symmetric
(b)transitive and symmetric
(c)reflexive, transitive and symmetric
(d)reflexive, transitive and not symmetric

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Important Questions on Set Theory and Relations
EASY
JEE Main/Advance
IMPORTANT
Let where then

EASY
JEE Main/Advance
IMPORTANT
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EASY
JEE Main/Advance
IMPORTANT
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MEDIUM
JEE Main/Advance
IMPORTANT
Let be a relation from a set to a set then

HARD
JEE Main/Advance
IMPORTANT
Given that relation on the set , the minimum number of ordered pairs which when added to make it an equivalence relation is

HARD
JEE Main/Advance
IMPORTANT
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HARD
JEE Main/Advance
IMPORTANT
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EASY
JEE Main/Advance
IMPORTANT
In order that a relation defined on a non-empty set is an equivalence relation, it is sufficient, if
