1. Reword the statement below as a theorem about graphs and then prove it. Assume that if A is a friend of B, then B is a friend of A and that for all A, A is not a friend of A. In any group of n >= 2...

1.<br>Reword the statement below as a theorem about graphs and then prove it. Assume that if A is a friend of B,<br>then B is a friend of A and that for all A, A is not a friend of A.<br>In any group of n >=<br>2 people, there are two people with the same number of friends in the group.<br>

Extracted text: 1. Reword the statement below as a theorem about graphs and then prove it. Assume that if A is a friend of B, then B is a friend of A and that for all A, A is not a friend of A. In any group of n >= 2 people, there are two people with the same number of friends in the group.

Jun 10, 2022

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1. Reword the statement below as a theorem about graphs and then prove it. Assume that if A is a friend of B, then B is a friend of A and that for all A, A is not a friend of A. In any group of n >= 2...

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