Isomorphic?

Algebra Level pending

Let \(S_n\) be a symmetric group of order \(n!\), {\(-1,1\)} be a group under usual multiplication and \(A_n\) be alternating group of order \(n!/2\). Is \(S_n/A_n\) isomorphic to {\(-1,1\)}?

×

Problem Loading...

Note Loading...

Set Loading...