You have a 4-card deck

  1. A deck contains 7 cards numbered 1 through 7 . A card is randomly chosen from the deck. The card is then put back into the deck.
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  2. A deck contains 7 cards numbered 1 through 7 . A card is randomly chosen from the deck. The card is then put back into the deck.
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  3. A card is drawn at random from a standard deck of cards. Find the probability of getting the following (assume the drawn card is
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  4. A card is drawn at random from a standard deck of cards. Find the probability of getting the following (assume the drawn card is
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  5. You and a friend each have a standard and well-shuffled 52-card deck of cards. You draw a card from your deck and your friend
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  6. This exercise refers to choosing two cards from a thoroughly shuffled deck. Assume that the deck is shuffled after a card is
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  7. State whether the events described are independent or dependent and determine the probability:A card is pulled from a well
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  8. State whether the events described are independent or dependent and determine the probability:A card is pulled from a well
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  9. A person chooses two cards from a thoroughly shuffled deck, and then he rolls a die. If he does not put the first card back in
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  10. A person chooses two cards from a thoroughly shuffled deck, and then he rolls a die. If he does not put the first card back in
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