Before the exam I need to better understand the concept of quotient groups and modding out by subgroups. I also need to go over again the various concepts of order and the theorems that apply to them. I feel like I also need to better understand some particular theorems such as the Second Isomorphism Theorem for groups.
I problem that I would like to see worked out in class would be one involving kernels/normal subgroups. I sometimes get confused in these types of proofs when transitioning between the different steps.
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