Let G be a group and let c be a fixed element of G. Define a new operation " * " on G by

a*b=ac^(-1)b

prove that the set G is a group under *.

Printable View

- Aug 6th 2007, 10:32 PMr7irisGroup
Let G be a group and let c be a fixed element of G. Define a new operation " * " on G by

a*b=ac^(-1)b

prove that the set G is a group under *. - Aug 7th 2007, 06:50 AMThePerfectHacker