Suppose that a is an element of order m in a group G, and k is an integer. If d = (k, m), prove that a^k has order m/d.

So let k = dp for some integer p.

To be edited.

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- May 2nd 2010, 02:05 PMMissMouseyProve that a^k has and order m/d
Suppose that a is an element of order m in a group G, and k is an integer. If d = (k, m), prove that a^k has order m/d.

So let k = dp for some integer p.

To be edited. - May 2nd 2010, 09:59 PMDrexel28