Then there will be 15 questions. They may ask you to do some or all of the following:
Item 8, above, should read “State whether two probabilistic events (which will be described) stand in one of the following relations (which will be specified): independence, mutual exclusiveness, and equivalence. Also, explain why they do, or why they do not, stand in the specified relation. If you know the definitions, axioms, and theorems that mention the specified relation, then you should have no trouble explaining why the specified relation holds in the given case, or why it does not.”