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From a deck of 52 playing cards, 2 cards are randomly selected without replacement. Let...

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Calculus

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From a deck of 52 playing cards, 2 cards are randomly selected without replacement. Let D? = the event that a black card was selected first, and D? = the event that a black card was selected second. Complete parts (a) through (d) below.a. Find P(D?).P(D?)= (Simplify your answer.)b. Find P(D?|D?). What does this probability represent?A. The probability that a black card was not selected second, given that a black card was selected firstB. The probability that both cards selected are black cardsC. The probability that a black was selected second, given that a black card was selected firstD. The probability that a black card was selected second, given that a black card was not selected firstP(D?ID?)=(Simplify your answer.)c. Find the probability that both cards are black cards. Which of the following expressions represents this probability?A. P(D|D2)B. P(D??D?)C. P(D?UD?)D. P(D?)E. P(D?D?)F. P(D?)The probability that both cards are black cards is

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