Can i please get an example done with full working so I understand all parts;
Closure, Indenties, Inverse and Asscoiativity
1. Show that the set of powers of 4 forms a group under multiplication.
Thank you
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Can i please get an example done with full working so I understand all parts;
Closure, Indenties, Inverse and Asscoiativity
1. Show that the set of powers of 4 forms a group under multiplication.
Thank you
What?!?Quote:
Originally Posted by holmesb
What are you talking about?
Are you talking about this:
1)Let <G,*> be a group.
2)Let S={x^4 | x in G}
3)Then S is a group (actually subgroup of G) under *.
Is that it?
(EDIT: I realized that we need the fact that G is abelian, for S to be a subgroup).