if x= y, then y =x---------------it is symmetric property
if x =x-----------------------reflexive property
if x =y, y =z, then x = z-------------it is transitive property
if x =x-----------------------reflexive property
if x =y, y =z, then x = z-------------it is transitive property
-
The property of "symmetry" applies to any relation (such as equality) that must apply to the pair (y,x) if it applies to the pair (x,y).
Examples of symmetric relations are equality, (non-directional) inequality, similarity, geometric congruence, number-theoretical congruence, adjacence, separation, logical equivalence, siblinghood, cousinhood, etc.
Examples of symmetric relations are equality, (non-directional) inequality, similarity, geometric congruence, number-theoretical congruence, adjacence, separation, logical equivalence, siblinghood, cousinhood, etc.
-
The symmetric property of equality.
-
Law of symmetry or something.
-
it shows thAt slops of both eqn. r equal