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A standard deck of cards has 52 cards. The 52 cards are divided into four suits: diamonds, clubs, hearts, and spades. Diamonds and hearts are red cards, and clubs and spades are black cards. Suppose you choose a card from the deck. Let event A be you choose a red card and event B you choose an ace. Determine P(A∩B)
, P(A)
, and P(B)
, and state whether events A and B are independent.
Enter the first three answers in fraction form. Reduce your answer.
(4 points)
P(A∩B)=
P(A)=
P(B)=
Enter 1 is events A and B are dependent. Enter 2 if events A and B are independent.
, P(A)
, and P(B)
, and state whether events A and B are independent.
Enter the first three answers in fraction form. Reduce your answer.
(4 points)
P(A∩B)=
P(A)=
P(B)=
Enter 1 is events A and B are dependent. Enter 2 if events A and B are independent.
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