csulawinter2007math455

 

sandbox

Page history last edited by Anonymous 2 yrs ago

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.