Let R be a relation on a non-empty collection of sets. It is defined as A R B…
GATE · Computer Science · 1996
Let R be a relation on a non-empty collection of sets. It is defined as A R B if and only if A intersection B is the empty set. Which statement is true?
- A.
R is reflexive and transitive
- B.
R is symmetric and not transitive
- C.
R is an equivalence relation
- D.
R is not reflexive and not symmetric
Attempted by 298 students.
Sign up free to check your answer
Sign up freeLoading lesson…