Recent content by SquareCircle

  1. S

    Proving Isomorphism of Groups with Elements of Same Order

    Isomorphism Thank you, your explanation of the proof helped.
  2. S

    Proving Isomorphism of Groups with Elements of Same Order

    Isomorphism No, I do not understand the proof. I am taking group theory and I do not understand the concepts. Do you know what I can do to help me understand some of the concepts?
  3. S

    Proving Isomorphism of Groups with Elements of Same Order

    Isomorphism Sorry, I left that part out. The whole problem states Assume that G and H are groups and that G and H are isomorphic Then prove the statement If G has an element of order n, then H has an element of order n.
  4. S

    Proving Isomorphism of Groups with Elements of Same Order

    How would I go about proving the following: If G has an element of order n, then H has an element of order n. I am not sure how to start, if I should some how go about proving one to one and onto. Help
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