Four cards are randomly selected from a pack of 52 cards. If the first two cards are kings, what is the probability that the third card is a king?
(A) $4 / 52$
(B) $2 / 50$
(C) $(1 / 52) \times(1 / 52)$
(D) $(1 / 52) \times(1 / 51) \times(1 / 50)$

Question ID - 156147 :-

Four cards are randomly selected from a pack of 52 cards. If the first two cards are kings, what is the probability that the third card is a king?
(A) $4 / 52$
(B) $2 / 50$
(C) $(1 / 52) \times(1 / 52)$
(D) $(1 / 52) \times(1 / 51) \times(1 / 50)$

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