Each of the following statements is true. In each case write the converse of the statement, and give a counterexample showing that the converse is false.
a. If n is any prime number that is greater than 2, then n + 1 is even.
b. If m is any odd integer, then 2m is even.
c. If two circles intersect in exactly two points, then they do not have a common center.
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