(a) How many different cyclic subgroups of S(5) are there? (b) List all the abelian subgroups of S(4) which have order l
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(a) How many different cyclic subgroups of S(5) are there? (b) List all the abelian subgroups of S(4) which have order l
(a) How many different cyclic subgroups of S(5) are there? (b) List all the abelian subgroups of S(4) which have order less than or equal to 4. (c) Is G19 a cyclic group. This is similar to problem 10 in section 5.1.
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