Math, asked by abjeyaseelan3453, 7 months ago

Which of the following is not necessary for a relation to be called a partially ordered relation?
Reflexive
Asymmetric
Transitive
Anti-symmetric​

Answers

Answered by maanavpunjabi29
5

Answer:

transitive

Step-by-step explanation:

it it's transitive because it's partially related in an ordered relation

Answered by anjalin
0

The answer is Asymmetric:

Step-by-step explanation:

Asymmetric

  • It is antisymmetric because bRa unless a=b.
  • A relation can be antisymmetric even if it isn't asymmetric or reflexive, as in (1,1) (1,2).
  • Because the connection is not asymmetric and irreflexive equals antisymmetric, it is not a partial ordering.
  • a set connection with the properties that each element is in relation to itself, the relation is transitive, and if two elements are in relation to each other, they are equal.

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