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a. What is the probability of getting an ace or a club on a single pick from a well-shu?ed standard deck of cards? (In all remaining problems, it will be implicitly assumed that coins are balanced, die are fair, and decks of cards are standard and well shu?ed and cards are picked at random without replacement.)

b. What is the function of the negative term in the rule of addition for events that are not mutually exclusive?

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