Here is an area where you can get used to using the wiki. Enter whatever you want. It doesn't matter. Blah blah blah. kqweuhfi`y293874;23l,5rnuy&%^%$@#JKHB$@I&. Narg.
Section 8 - Problem 46.
Show that Sn is a nonabelian group for n > or = 3.
What do we know from the statement of the problem?
1. Sn is a group, thus it is closed for;
2. the group is abelian, therefore it is commutative.
ooooh SandBox!
Comments (0)
You don't have permission to comment on this page.