Show that ~ is an equivalence relation. Show the following properties hold:
a) ~ is reflexive: A~A for all Mmxn(F).
b) ~ is symmetric: if A~B then also B~A
c) ~ is transitive: given A,B,C such that A~B and B~C then also A~C
Show that ~ is an equivalence relation. Show the following properties hold:
a) ~ is reflexive: A~A for all Mmxn(F).
b) ~ is symmetric: if A~B then also B~A
c) ~ is transitive: given A,B,C such that A~B and B~C then also A~C
You haven't stated what the relation is
A tip: post ALL of the question and ALL of your working thus far, pointing out where you are stuck.